Bachelors Program in Mass Media Management
Photography & Visual Communication
•
Bachelor
Camera Systems, Optics and Exposure
Introduction
A camera is both a measuring instrument and a communication tool. It transforms light from a scene into a technically controlled image whose sharpness, brightness, motion rendering, depth and visual emphasis influence meaning. In journalism, advertising, entertainment and corporate communication, camera settings therefore have expressive as well as technical consequences.
Successful camera operation requires more than obtaining an image that appears bright enough. The photographer must decide what should be sharp, whether motion should be frozen or suggested, how perspective should organize space, and how much highlight and shadow information must be retained. These decisions depend on the interaction of the lens, aperture, shutter, sensor, ISO setting, metering system and focusing method.
Learning Objectives
After studying this chapter, students should be able to:
distinguish major camera-system designs and sensor formats;
explain focal length, angle of view and perspective;
control exposure through aperture, shutter time and ISO;
calculate exposure value and equivalent exposures;
select appropriate metering and exposure-control methods;
apply focus, depth-of-field and hyperfocal-distance principles;
interpret histograms and identify clipping;
evaluate sensor noise, dynamic range, diffraction and rolling shutter;
design technically reliable and expressive camera workflows.
1. The Camera as an Imaging System
A digital camera consists of interacting subsystems:
Optical system: the lens collects and focuses light.
Aperture mechanism: controls the effective diameter of the lens opening.
Timing system: determines how long the sensor receives light.
Image sensor: converts photons into electrical signals.
Processing system: amplifies, digitizes and processes those signals.
Metering and autofocus systems: estimate exposure and focus.
Storage and interface systems: record files and provide operational feedback.
Interchangeable-lens cameras include digital single-lens reflex (DSLR) and mirrorless systems. A DSLR uses a mirror and optical viewfinder; during exposure, the mirror rises so light reaches the sensor. A mirrorless camera sends light continuously to the sensor and displays an electronic preview. Mirrorless systems can provide exposure simulation, focus magnification and subject-recognition autofocus, while DSLRs may offer excellent battery life and a direct optical view.
Compact, bridge and smartphone cameras integrate the lens and imaging system to varying degrees. Smartphones use small sensors, short physical focal lengths and extensive computational processing. Their convenience is substantial, but software-generated blur or multi-frame exposure should not be confused with purely optical results.
2. Lens Optics and Focal Length
2.1 Focal length and angle of view
For a thin lens focused at infinity, focal length is the distance between the lens's optical reference plane and the image plane. Real photographic lenses contain multiple elements, so their effective focal length is defined using principal planes rather than the physical front of the lens.
For a rectilinear lens, the angular field of view along a sensor dimension is approximately:
θ = 2 arctan(d ÷ 2f)
where:
θ = angular field of view;
d = relevant sensor dimension, such as width, height or diagonal;
f = focal length;
arctan = inverse tangent function.
The formula assumes rectilinear projection and a focused distance sufficiently large for the nominal focal length approximation. Fisheye lenses use different projection models.
A shorter focal length produces a wider angle of view on the same sensor. A longer focal length produces a narrower angle and greater subject magnification from the same camera position.
2.2 Sensor format and crop factor
The angle of view depends on both focal length and sensor dimensions. Crop factor compares a format's diagonal with the diagonal of a 36 × 24 mm full-frame sensor:
C = dFF ÷ dS
where C is crop factor, dFF is the full-frame diagonal and dS is the smaller sensor's diagonal.
A 50 mm lens on a 1.5× crop-format camera gives approximately the same diagonal angle of view as a 75 mm lens on full frame because 50 × 1.5 = 75 mm. The lens remains physically a 50 mm lens; crop factor does not alter its actual focal length.
2.3 Perspective
Perspective is governed primarily by camera position relative to the scene, not by focal length alone. Moving close exaggerates the apparent size difference between near and distant objects. Moving farther away compresses that apparent size difference. Photographers often associate wide lenses with exaggerated perspective and telephoto lenses with compression because they change camera position to maintain similar framing.
This distinction matters in portraiture and visual reporting. A close camera may enlarge facial features nearest the lens, while a distant camera produces flatter facial proportions. Focal length then determines how tightly the subject is framed from the selected viewpoint.
2.4 Lens characteristics
Lens performance includes more than focal length and maximum aperture. Important characteristics include:
distortion: straight lines may bow outward or inward;
chromatic aberration: wavelengths may focus differently, producing coloured fringes;
vignetting: image corners may be darker than the centre;
flare and ghosting: internal reflections reduce contrast or create artifacts;
field curvature: the sharp-focus surface may not be perfectly flat;
transmission: some light is lost within the lens.
An f-number describes geometric aperture, whereas a cinema lens's T-stop describes measured light transmission. Two lenses at the same f-number may therefore transmit slightly different quantities of light.
3. Aperture and the F-Number
The f-number is defined as:
N = f ÷ D
where:
N = f-number, dimensionless;
f = focal length;
D = entrance-pupil diameter;
f and D must use the same units.
For a 50 mm lens with a 25 mm entrance pupil, N = 50 ÷ 25 = 2, written f/2.
Because aperture area varies with the square of diameter, image-plane exposure under otherwise unchanged conditions is approximately inversely proportional to N2. Full-stop f-numbers are therefore separated by a factor of √2:
f/1.4, f/2, f/2.8, f/4, f/5.6, f/8, f/11 and f/16.
Changing from f/4 to f/5.6 halves the transmitted exposure approximately; changing from f/5.6 to f/4 doubles it. Actual transmission may differ because of lens losses and mechanical tolerances.
Aperture also influences depth of field, diffraction, vignetting and lens aberrations. Wide apertures can isolate a subject but demand accurate focus. Moderate apertures often improve optical performance. Very small apertures increase depth of field but can reduce fine-detail contrast through diffraction.
4. Shutter Time and Motion Rendering
Shutter time, often called shutter speed, is the interval during which light contributes to the exposure. A setting of 1/1000 s admits light for less time than 1/125 s and is more capable of freezing motion.
A one-stop sequence includes:
1 s, 1/2 s, 1/4 s, 1/8 s, 1/15 s, 1/30 s, 1/60 s, 1/125 s, 1/250 s, 1/500 s and 1/1000 s.
Each step toward a longer time approximately doubles exposure. Modern cameras commonly offer half-stop or third-stop increments.
Motion blur depends on shutter time, subject speed, direction, distance, focal length, sensor resolution and camera movement. There is no universal shutter time that freezes every subject. A walking person may appear sharp at 1/250 s, while fast sport may require 1/1000 s or shorter.
Intentional blur can communicate speed, instability or duration. In panning, the photographer follows a moving subject during exposure, attempting to keep the subject relatively sharp while streaking the background.
Mechanical focal-plane shutters have a maximum normal flash-synchronization time. At shorter settings, the sensor may be exposed through a moving slit, so a conventional flash burst cannot illuminate the entire frame evenly. High-speed synchronization solves this by emitting repeated pulses, but usually reduces usable flash power.
Electronic shutters may read sensor rows sequentially. Fast movement or camera panning can then produce rolling-shutter distortion, in which vertical lines lean or moving objects deform. A global shutter exposes or reads all pixels effectively simultaneously and avoids this particular artifact.
5. ISO, Signal Amplification and Image Quality
ISO settings indicate the camera's exposure-index calibration. Increasing ISO usually causes the camera or processing pipeline to produce a brighter recorded result from less exposure. It does not make the sensor collect more photons when aperture, shutter time and scene illumination remain unchanged.
Noise has several sources:
photon shot noise: statistical variation in arriving photons;
read noise: electronic uncertainty during sensor readout;
dark-current noise: thermally generated signal, relevant especially in long exposures;
fixed-pattern noise: repeatable pixel or circuit variation;
quantization effects: limitations in converting signals to digital values.
A higher ISO may be necessary to obtain a sufficiently short shutter time, but underexposure reduces the number of captured photons and therefore the signal-to-noise ratio. Raising ISO can also reduce highlight headroom because fewer photons may be required to reach the encoded maximum.
Nevertheless, low ISO is not always the best practical choice. A noisy but sharp photograph may be more useful than a clean image ruined by motion blur. Technical choices must serve the communication objective.
6. Exposure Relationships and Exposure Value
6.1 Reciprocity
For the same scene luminance, lens transmission and camera system, image-plane exposure is approximately proportional to:
H ∝ t ÷ N2
where H is image-plane exposure, t is exposure time in seconds and N is f-number. The expression is a proportional relationship, not a complete photometric equation: scene luminance, lens transmission, vignetting and other factors are being held constant.
Equivalent exposures preserve the ratio t ÷ N2. For example, f/4 at 1/250 s, f/5.6 at 1/125 s and f/8 at 1/60 s are approximately equivalent. Minor differences arise because conventional shutter labels are rounded.
Equivalent exposure relationships among aperture, shutter time and ISO
Figure: Equivalent exposure relationships among aperture, shutter time and ISO
Figure: Aperture, shutter time and ISO can influence recorded brightness, but each also has distinct technical and expressive consequences.
The common phrase “exposure triangle” is convenient but incomplete. Aperture and shutter time directly affect the light exposure reaching the sensor. ISO normally changes the relationship between captured exposure and recorded brightness rather than increasing captured light.
6.2 Exposure value at ISO 100
Exposure value at ISO 100 is defined by:
EV100 = log2(N2 ÷ t)
where N is the f-number and t is exposure time in seconds. This equation describes a camera-setting combination; when the setting is selected by a calibrated meter, it can also be associated with a scene luminance level under the meter's assumptions.
Thus, f/4 at 1/250 s corresponds approximately to EV 12 at ISO 100.
A commonly used ISO-adjusted setting value is:
EVS = EV100 − log2(S ÷ 100)
where S is the ISO setting. This convention expresses the lower camera exposure required at higher ISO. Terminology varies among meters and publications, so the ISO basis should always be stated.
A stop is a doubling or halving of exposure. If a meter recommends f/8 at 1/250 s, adding +1 EV exposure compensation in a manual ISO context could be achieved by changing to f/5.6, 1/125 s, or another equivalent one-stop increase. In an automatic mode, the camera decides which controllable parameter changes.
Exposure compensation does not directly brighten a completed raw capture after the event. It instructs an automatic or semi-automatic exposure system to record more or less exposure than its default meter recommendation.
7. Metering and Tonal Interpretation
7.1 Reflected and incident metering
A reflected-light meter measures light returning from the subject and assumes a calibrated average reflectance. Camera manufacturers' calibration details vary and should not be reduced to a universal claim that every meter targets exactly 18% reflectance.
An incident meter measures light falling on the subject, usually with a translucent dome. It is less affected by whether the subject itself is dark or light, but it must be placed in lighting representative of the subject.
7.2 In-camera metering patterns
Mode
Measurement strategy
Typical use
Evaluative or matrix
Analyses much of the frame using multiple zones
General photography and rapidly changing scenes
Centre-weighted
Emphasizes the central area while considering the rest
Predictable centrally composed subjects
Spot
Measures a small selected area
Precise tonal placement or difficult contrast
Highlight-weighted
Prioritizes bright areas to limit clipping
Stage lighting and high-contrast events
A reflective meter tends to render very bright subjects darker and very dark subjects lighter if used without interpretation. Snow may require positive compensation, whereas a predominantly black scene may require negative compensation. Compensation should be based on the intended tone and clipping risk, not applied mechanically.
7.3 Histograms and clipping
A histogram plots pixel frequency against encoded tonal value. Data concentrated near the left indicates many dark pixels; data near the right indicates many bright pixels. The histogram's shape is not inherently correct or incorrect because a night scene should differ from a white-background product image.
Clipping occurs when tonal values exceed the recordable range. Highlight clipping can destroy texture in bright areas, while shadow clipping can eliminate dark detail. Camera histograms are usually generated from a processed preview rather than directly from raw sensor values. Picture style, contrast and white balance may therefore make the displayed histogram more conservative or otherwise different from the raw file's actual channel headroom.
8. Focus and Depth of Field
8.1 Thin-lens focus
The thin-lens equation is:
1 ÷ f = 1 ÷ u + 1 ÷ v
where f is focal length, u is object distance and v is image distance. All distances must follow the same sign convention and use consistent units. The equation is an approximation for real compound lenses but explains why the lens-to-sensor relationship changes when focusing at different distances.
Autofocus systems may use phase detection, contrast detection or hybrid methods. Phase detection estimates both direction and magnitude of focus error. Contrast detection seeks the position of maximum local contrast and may hunt. Subject-recognition systems can prioritize faces, eyes, animals or vehicles, but they remain fallible.
Useful focus modes include:
single autofocus: locks focus for a stationary subject;
continuous autofocus: updates focus for movement;
manual focus: gives direct control, useful in predictable or low-contrast situations;
back-button focus: separates autofocus activation from shutter release.
8.2 Depth of field
Depth of field (DOF) is the range of object distances rendered acceptably sharp under specified viewing conditions. It is not a region of mathematically perfect focus. DOF depends on aperture, focal length, focus distance, image format, enlargement, viewing distance and the chosen circle of confusion.
DOF generally increases when:
the aperture is stopped down to a larger f-number;
focus distance increases;
focal length decreases for a fixed camera position and format;
the permitted circle of confusion increases.
However, comparisons must state what is held constant. If framing is held constant by changing camera position, the relationship between focal length and DOF becomes more nuanced.
8.3 Hyperfocal distance
Under the conventional thin-lens and circle-of-confusion model, hyperfocal distance is:
H = f2 ÷ (Nc) + f
where:
H = hyperfocal distance;
f = focal length;
N = f-number;
c = acceptable circle-of-confusion diameter.
All length quantities must use the same units. If focus distance u is less than H, approximate near and far DOF limits are:
DN = Hu ÷ (H + (u − f))
DF = Hu ÷ (H − (u − f))
If u ≥ H, the conventional far limit is infinity. These formulas assume a thin-lens model and a fixed acceptability criterion; they do not guarantee pixel-level sharpness on every display.
Worked example
For a 35 mm lens at f/8 with c = 0.020 mm:
H = 352 ÷ (8 × 0.020) + 35 = 1225 ÷ 0.16 + 35 = 7691.25 mm ≈ 7.69 m
If focused at 3.00 m, using millimetres throughout:
DN = (7691.25 × 3000) ÷ (7691.25 + 3000 − 35) ≈ 2165 mm ≈ 2.17 m
DF = (7691.25 × 3000) ÷ (7691.25 − 3000 + 35) ≈ 4882 mm ≈ 4.88 m
The acceptable range is therefore approximately 2.17 m to 4.88 m under the stated circle-of-confusion criterion.
9. Sensor Characteristics and Image Quality
9.1 Sensor area and pixel dimensions
A larger sensor can collect more total light than a smaller sensor when both produce the same framing, use equivalent exposure parameters and receive the same light per unit area, provided lens and sensor efficiencies are comparable. Total-light comparisons must distinguish sensor area from exposure per unit area.
Pixel pitch is the centre-to-centre spacing of pixels. Larger pixels often have greater full-well capacity, but modern sensor performance also depends on microlenses, quantum efficiency, readout design, backside illumination and processing. Megapixel count alone does not determine image quality.
9.2 Dynamic range
Dynamic range is the ratio between the largest non-clipped signal and the smallest distinguishable signal above noise. It is commonly expressed in stops:
DR = log2(Smax ÷ Smin)
where Smax and Smin must be comparable signal quantities. The measured result depends on the selected noise threshold, ISO and testing method.
High dynamic range is valuable in scenes containing both bright highlights and deep shadows. Bracketing and HDR merging can extend recordable scene range when subjects and cameras remain sufficiently stable, but movement may cause ghosting.
9.3 Diffraction
For a circular aperture, the diameter of the central Airy disc to its first dark ring at the image plane is approximately:
dA = 2.44λN
where dA is Airy-disc diameter, λ is wavelength and N is f-number. The formula assumes diffraction-limited circular-aperture optics and monochromatic light.
At λ = 0.55 μm and f/11:
dA = 2.44 × 0.55 × 11 ≈ 14.8 μm
Diffraction does not suddenly make an image unusable at a single f-number. It progressively reduces fine-detail contrast and must be balanced against the need for depth of field.
9.4 Raw and processed files
Raw files retain minimally processed sensor data plus metadata, providing greater flexibility for white balance, tonal recovery and noise reduction. JPEG and HEIF files are processed in-camera, smaller and immediately distributable, but usually allow less extreme adjustment.
Raw recording cannot restore highlights that are genuinely saturated or subjects blurred by movement. File format complements, rather than replaces, correct capture technique.
10. Exposure Modes and a Professional Workflow
Mode
Photographer selects
Camera commonly selects
Program
ISO or auto-ISO rules; optional program shift
Aperture and shutter combination
Aperture priority
Aperture
Shutter time
Shutter priority
Shutter time
Aperture
Manual
Aperture and shutter time
Nothing, except ISO if auto ISO is enabled
Bulb/time
Aperture and exposure duration
Generally nothing
A reliable workflow is:
Identify the communication purpose and decisive moment.
Choose camera position and focal length for viewpoint and framing.
Decide whether motion rendering or depth of field has priority.
Select shutter time and aperture accordingly.
Set the lowest ISO that still permits those requirements, while protecting essential highlights.
Choose metering and verify the histogram or highlight warning.
Select autofocus mode and focus area appropriate to subject movement.
Make a test frame where circumstances permit.
Review sharpness at useful magnification rather than relying only on the full-screen preview.
Preserve metadata, backups and an auditable editing workflow.
11. Applied Case: Campaign Portrait in a Working Studio
Background
This is an illustrative case. A media agency must produce an environmental portrait of a ceramic designer for a magazine feature and social campaign. The client wants the subject clearly identifiable, visible workshop context and a sense of hand movement.
Problem
The studio contains a bright window and dim interior surfaces. A wide aperture would isolate the subject but obscure important tools. A slow shutter would improve exposure but could blur the face as well as the hands. The window risks clipping.
Analysis
A 24 mm lens from close range would exaggerate near objects and could distort facial proportions. An 85 mm lens would require excessive camera distance and exclude context. A 50 mm lens on a full-frame camera provides a balanced angle of view from an appropriate working distance.
The team selects f/5.6 to retain recognizable tools while separating the background moderately. A shutter time of 1/250 s is fast enough to keep the face sharp but may preserve slight hand movement. ISO 800 is accepted as a quality-versus-motion compromise. Highlight-weighted metering is used to protect the window, followed by a test histogram. A reflector raises facial shadows without changing the window level.
Continuous autofocus with eye detection is selected, but the photographer monitors whether the system incorrectly transfers focus to foreground objects. Raw capture preserves adjustment latitude, while simultaneous JPEG files support rapid client review.
Approach and Outcome
The final exposure retains window texture, accurate facial focus and controlled hand blur. A second version at 1/1000 s and ISO 3200 freezes the hands for advertising layouts requiring precise product detail. Both images are technically valid but communicate differently: the first emphasizes craft in progress; the second emphasizes product precision.
Learning Points
Exposure decisions should follow communicative priorities.
Camera position determines perspective before focal length determines framing.
ISO is a practical compromise, not an independent source of light.
Histograms and highlight warnings are more reliable than judging brightness from a display alone.
Alternative technically controlled versions improve editorial flexibility.
12. Challenges, Ethics and Contemporary Developments
Automation accelerates camera operation but can hide assumptions. Auto ISO may choose an unnecessarily slow shutter, face detection may prioritize the wrong person, and computational HDR may create halos or unrealistic local contrast. Professionals should understand and, when necessary, override automated decisions.
AI-based autofocus and noise reduction can improve success rates, especially in sport, wildlife and low light. Computational photography can align and merge frames, synthesize depth blur and reconstruct detail. These systems introduce questions of authenticity. In journalism and documentary work, removing, generating or materially relocating visual content may violate editorial standards even when technically easy.
Ethical camera practice also includes consent, privacy, dignity, cultural sensitivity and accurate captioning. Facial-recognition metadata can create privacy and security risks. Organizations should establish policies for storage, access, retention and disclosure of original files.
Professional governance requires colour-managed displays, calibrated workflows, redundant backups and preservation of original captures. Significant edits should be documented where evidentiary or editorial integrity matters. Technical mastery is inseparable from accountable visual communication.
Chapter Summary
A camera converts scene light into an image through coordinated optical, mechanical, electronic and computational processes. Focal length and sensor size determine angle of view, while camera position primarily determines perspective. Aperture controls exposure and influences depth of field and diffraction; shutter time controls exposure and motion rendering; ISO governs the relationship between captured signal and recorded brightness but does not itself increase photon capture.
Exposure equivalence follows the approximate relationship H ∝ t ÷ N2. At ISO 100, exposure value is EV100 = log2(N2 ÷ t). Meter readings must be interpreted according to subject reflectance, intended tonal placement and clipping risk. Focus and depth of field require attention to aperture, distance, focal length, format and viewing assumptions. Sensor size, noise, dynamic range, pixel design, file format and diffraction further shape image quality.
Professional camera operation begins with communicative intent. Metering, autofocus and AI-assisted tools support decision-making, but responsible practitioners verify their output, preserve authentic records and understand the ethical implications of capture and manipulation.
Key Terms
Aperture: The adjustable opening that controls the effective cone of light passing through a lens.
Circle of confusion: The maximum blur-circle diameter accepted as apparently sharp under specified viewing conditions.
Clipping: Loss of tonal information when a recorded value exceeds the available highlight or shadow range.
Crop factor: Ratio comparing a reference format's diagonal with another sensor's diagonal.
Depth of field: The range of object distances rendered acceptably sharp.
Diffraction: Wave spreading at an aperture that progressively reduces fine-detail contrast.
Dynamic range: Ratio between the largest recordable signal and the smallest distinguishable signal above noise.
Exposure compensation: An instruction for an automatic exposure system to record more or less exposure than its default recommendation.
Exposure value: A logarithmic representation of an aperture-and-shutter combination, normally stated with an ISO basis.
F-number: Focal length divided by entrance-pupil diameter.
Focal length: An optical measure that, with sensor size, determines angle of view and image magnification.
Histogram: A graph showing the distribution of encoded tonal values in an image.
Hyperfocal distance: Focus distance at which the conventional far depth-of-field limit reaches infinity.
Incident metering: Measurement of light falling on a subject.
ISO setting: Camera exposure-index calibration affecting recorded brightness, headroom and processing.
Perspective: Apparent spatial relationship and relative size of objects, governed principally by viewpoint.
Raw file: A file containing minimally processed sensor data and capture metadata.
Reflected metering: Measurement of light reflected from the scene toward the camera.
Rolling shutter: Sequential sensor readout that can distort moving subjects or camera motion.
Shutter time: Duration during which light contributes to the exposure.
Review Questions
Short Answer Questions
What is the difference between focal length and crop factor?
Why does increasing ISO not increase the number of photons captured at unchanged aperture and shutter time?
How does an incident-light meter differ from a reflected-light meter?
What is highlight clipping?
Why can a camera-preview histogram differ from the usable data in a raw file?
Long Answer Questions
Explain how aperture affects exposure, depth of field, diffraction and lens performance.
Discuss how shutter time can be used both technically and expressively in visual communication.
Compare DSLR, mirrorless and smartphone camera systems in terms of operation and image formation.
Explain the relationships among sensor size, pixel characteristics, noise and dynamic range.
Evaluate the benefits and limitations of autofocus, auto ISO and computational photography.
Analytical / Application Questions
A photographer must record a runner sharply in weak light while protecting bright stadium signs. Design an exposure, metering and autofocus strategy, and justify each decision.
Calculate EV100 for f/8 at 1/125 s. Then determine the ISO-adjusted setting value at ISO 800 using the convention presented in this chapter.
A documentary image uses extreme wide-angle perspective to make a person appear unusually dominant. Analyse the roles of camera position, focal length and ethical representation.
Multiple Choice Questions with Answers
Question 1
For a 50 mm lens with an entrance-pupil diameter of 25 mm, what is the f-number?
A. f/1.4
B. f/2
C. f/4
D. f/25
Correct Answer: B. f/2
Question 2
To maintain approximately equivalent exposure, changing from f/4 at 1/250 s to f/8 requires which shutter time?
A. 1/1000 s
B. 1/500 s
C. 1/125 s
D. 1/60 s
Correct Answer: D. 1/60 s
Question 3
Which factor primarily determines perspective relationships among objects in a photograph?
A. Camera position
B. ISO setting
C. Sensor bit depth
D. White balance
Correct Answer: A. Camera position
Question 4
A reflective meter makes a sunlit snow scene appear too dark. Which adjustment is generally appropriate if highlight headroom permits?
A. Apply positive exposure compensation
B. Apply negative exposure compensation
C. Increase shutter speed by two stops without changing anything else
D. Change autofocus to manual
Correct Answer: A. Apply positive exposure compensation
Question 5
Using EV100 = log2(N2 ÷ t), what is the approximate exposure value of f/4 at 1/250 s?
A. EV 8
B. EV 10
C. EV 12
D. EV 14
Correct Answer: C. EV 12
Question 6
For f/4 at 1/250 s and ISO 400, what is the ISO-adjusted setting value using EVS = EV100 − log2(S ÷ 100)?
A. EV 8
B. EV 10
C. EV 12
D. EV 14
Correct Answer: B. EV 10
Question 7
Which statement about ISO is technically correct?
A. Higher ISO increases the lens aperture diameter
B. Higher ISO makes the sensor collect more photons at unchanged aperture and shutter time
C. Higher ISO changes the relationship between captured exposure and recorded brightness
D. Higher ISO always increases dynamic range
Correct Answer: C. Higher ISO changes the relationship between captured exposure and recorded brightness
Question 8
Which setting most directly controls whether fast subject motion is frozen or blurred?
A. Shutter time
B. White balance
C. Colour space
D. File compression
Correct Answer: A. Shutter time
Question 9
Under the conventional depth-of-field model, what happens to the far DOF limit when the lens is focused at or beyond the hyperfocal distance?
A. It becomes equal to the focal length
B. It becomes infinity
C. It becomes the near-focus distance
D. It becomes independent of aperture
Correct Answer: B. It becomes infinity
Question 10
Which limitation cannot normally be corrected merely by recording a raw file?
A. A moderate white-balance error
B. A conservative in-camera contrast setting
C. Subject detail destroyed by motion blur
D. A reversible choice of colour rendering
Correct Answer: C. Subject detail destroyed by motion blur
Photography & Visual Communication
Chapter 3
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