Distributed Energy Resources, Storage and Electric VehiclesIntroduction and ContextElectric power systems were traditionally designed around large, centrally dispatched generators connected to transmission networks and supplying relatively predictable demand. The rapid growth of distributed energy resources (DERs) is changing this structure. Photovoltaic (PV) systems, wind turbines, battery energy storage systems (BESSs), flexible loads, and electric vehicles (EVs) are increasingly connected at distribution-voltage levels. These resources can reduce emissions, improve resilience, defer network investment, and provide flexibility, but they also create challenges for voltage control, protection, forecasting, coordination, and market design. A DER is a source or controllable sink of electrical power connected close to consumers rather than exclusively at a central generating station. DERs may operate independently, as part of a microgrid, or through an aggregator that coordinates many small resources. Modern DERs are commonly inverter-based resources (IBRs), whose power-electronic interfaces determine how they exchange active and reactive power with the grid. This chapter develops models and practical methods for solar, wind, storage, controllable loads, and EVs. It also examines interconnection, aggregation, hosting capacity, charging strategies, vehicle-to-grid (V2G) operation, and the technical and regulatory issues that accompany these technologies. Learning ObjectivesAfter studying this chapter, a student should be able to: - Explain the operating principles and electrical models of major DER technologies.
- Calculate basic power, energy, efficiency, state-of-charge, and availability quantities.
- Describe the control functions and limitations of inverter-based resources.
- Evaluate DER interconnection requirements and distribution-system hosting capacity.
- Compare unmanaged, managed, and bidirectional EV charging strategies.
- Explain how aggregators and virtual power plants coordinate small resources.
- Assess technical, economic, environmental, cybersecurity, and equity implications of DER deployment.
1. DER Technology and Modeling Foundations1.1 Power and energyPower is the instantaneous rate of energy transfer, measured in watts. Energy is power integrated over time, measured in watt-hours or joule-hours. For a constant power level: E = P t where E is energy, P is power, and t is time. The formula assumes constant power and consistent units. For time-varying power, the correct expression is: E = ∫₀ᵀ P(t) dt A 5 kW load operating for 3 h consumes 15 kWh. Apparent power in an AC system is expressed in volt-amperes, and power factor is: PF = P / S where P is real power and S is apparent power. Reactive power affects voltage and network loading even though it does not represent net energy consumption. 1.2 Solar photovoltaic systemsA PV array converts irradiance into direct-current electricity. Its output depends on irradiance, cell temperature, module characteristics, array orientation, shading, and inverter efficiency. A simplified engineering model is: PPV = Prated × (G / GSTC) × [1 + γ(Tcell − TSTC)] × ηinv where P_PV is AC output power, P_rated is rated DC power at standard test conditions, G is plane-of-array irradiance, G_STC is standard-test irradiance, γ is the temperature coefficient of power per degree Celsius, T_cell is cell temperature, T_STC is the reference temperature, and η_inv is inverter efficiency. The model is approximate and should not replace a detailed PV performance model when shading, clipping, or transient behavior is important. PV output is variable and generally non-dispatchable. An inverter may reduce output below available solar power to manage voltage, provide reserve, or meet an export limit. The ratio of installed DC array rating to inverter AC rating is the DC-to-AC ratio. A ratio greater than one can improve annual energy capture but may increase clipping during high-irradiance periods. 1.3 Wind energy conversionThe power available in wind is proportional to air density, swept area, and the cube of wind speed: Pwind = ½ ρ A v³ where ρ is air density in kg/m³, A is rotor swept area in m², and v is wind speed in m/s. The electrical output is more realistically represented by: Pe = ½ ρ A v³ Cp ηm ηg ηe where C_p is the aerodynamic power coefficient and η_m, η_g, and η_e are mechanical, generator, and electrical efficiencies. This expression applies within the turbine operating region and must be limited by cut-in, rated, and cut-out operating conditions. Real turbines use a power curve rather than a single cubic relationship. Wind generation is affected by turbulence, terrain, wake effects, and forecasting uncertainty. Small wind systems may be useful at suitable sites, but urban wind speeds often produce less energy than initially expected because of turbulence and low mean wind speed. 1.4 Battery energy storageA battery energy storage system includes electrochemical cells, a battery-management system (BMS), a bidirectional converter, thermal management, protection, and communications. Important variables include power rating, energy capacity, round-trip efficiency, state of charge (SOC), depth of discharge (DoD), response time, and cycle life. For a simple discrete-time model, charging and discharging may be represented as: SOCt+1 = SOCt + (ηc Pc Δt / Enom) − (Pd Δt / (ηd Enom)) where SOC is a fraction between zero and one, P_c and P_d are charging and discharging power in kW, Δt is the time interval in hours, E_nom is nominal energy capacity in kWh, and η_c and η_d are charging and discharging efficiencies. The model assumes that charging and discharging do not occur simultaneously and that efficiency is constant over the interval. The result must be constrained by SOC limits and power limits: SOCmin ≤ SOCt ≤ SOCmax A battery with a 100 kWh nominal capacity operated between 10% and 90% SOC has 80 kWh of usable nominal energy before efficiency losses. If it discharges 20 kW for 2 h with η_d = 0.95, the energy removed from stored energy is approximately 42.1 kWh, not 40 kWh, because the battery must supply the converter losses. Battery degradation depends on temperature, average SOC, charge and discharge rates, calendar time, and cycling depth. Consequently, the least-cost dispatch is not always the dispatch that maximizes short-term energy arbitrage. 1.5 Controllable loadsA controllable load can alter its consumption in response to a signal while maintaining an acceptable level of service. Examples include water heating, HVAC systems, refrigeration, pumping, irrigation, and industrial processes. Load flexibility can be classified as: - Curtailment: temporary reduction in demand.
- Load shifting: movement of consumption from one time to another.
- Modulation: rapid upward or downward adjustment around a baseline.
- Efficiency improvement: permanent reduction in energy required for a service.
A flexible-load model must include comfort or process constraints. For example, a water-heater controller may minimize electricity cost while requiring the tank temperature T_t to remain within a safe operating range: Tmin ≤ Tt ≤ Tmax A demand-response baseline is the estimated consumption that would have occurred without the control action. Baseline error is important because payments and system-performance measurements depend on it. 2. Inverter-Based Resources and Grid Support2.1 Inverter functionsAn inverter converts DC power to synchronized AC power. Grid-following inverters use a phase-locked loop and an external voltage waveform as a reference. They regulate current and normally cannot establish a stable grid voltage without a sufficiently strong grid. Grid-forming inverters regulate an internal voltage source and frequency reference, allowing them to contribute to system strength and operate in weak-grid or islanded conditions. Grid-supporting controls occupy an intermediate functional category and adjust power in response to measured voltage or frequency. An inverter can control active power P, reactive power Q, terminal voltage, power factor, or combinations of these objectives. Its apparent-power capability is limited by: S² = P² + Q² where S is the inverter apparent-power rating. Therefore, providing reactive power may require reducing active power when the inverter reaches its current or thermal limit. A four-quadrant inverter can both absorb and supply active and reactive power, subject to limits. 2.2 Common grid-support functions- Volt-var control: reactive power changes as a function of measured voltage.
- Volt-watt control: active power is curtailed at high voltage.
- Frequency-watt control: active power changes in response to frequency deviation.
- Ride-through: the resource remains connected during specified voltage or frequency disturbances.
- Ramp-rate control: output changes are limited to reduce abrupt system impacts.
- Power-factor control: reactive power is scheduled to maintain a target power factor.
These functions must be coordinated with utility voltage regulators, capacitor banks, protection devices, and neighboring DERs. Poorly coordinated autonomous controls can cause oscillations, excessive tap operations, or unintended curtailment. 3. Interconnection and Distribution-System ImpactsInterconnection is the technical and administrative process through which a DER is connected to the utility system. Typical studies examine steady-state voltage, thermal loading, fault current, protection coordination, grounding, power quality, anti-islanding, communications, and operating procedures. 3.1 Voltage and thermal effectsA DER can raise voltage on a lightly loaded feeder when it exports power. A simplified radial-feeder approximation is: ΔV ≈ (R P + X Q) / V where ΔV is approximate voltage change, R and X are feeder resistance and reactance, P and Q are real and reactive power flow under a consistent sign convention, and V is nominal voltage. This approximation assumes small voltage deviations and balanced operation. It is useful for intuition but not a substitute for an unbalanced power-flow study. High DER penetration may cause reverse power flow, transformer loading, voltage excursions, and increased fault-current complexity. Conversely, storage and flexible demand can absorb excess generation and improve local voltage conditions. 3.2 Protection and safetyDistribution protection was historically designed for mostly one-way current flow. DER fault contribution, inverter current limiting, and possible island formation can affect fuse coordination and reclosing. Interconnection systems therefore require approved protection functions, anti-islanding behavior, grounding arrangements, disconnects, and clearly defined utility operating authority. Requirements vary by jurisdiction and are commonly based on national interconnection standards and utility-specific rules. 3.3 Hosting capacityHosting capacity is the amount of DER that can be connected to a specified location without violating defined limits under specified assumptions and without major network upgrades. It is not a single universal number. It depends on feeder topology, load, voltage-regulation settings, protection, DER controls, fault levels, operating scenarios, and the performance criteria selected. A practical hosting-capacity assessment generally includes: - Definition of the study area and DER type.
- Selection of credible load, generation, and equipment scenarios.
- Power-flow and voltage analysis.
- Thermal, protection, fault-current, and power-quality checks.
- Testing of smart-inverter functions and mitigation options.
- Sensitivity analysis and documentation of assumptions.
Hosting capacity can often be increased by coordinated volt-var control, export limiting, reconductoring, transformer replacement, dynamic operating envelopes, or storage. However, mitigation can shift costs and operational complexity to utilities, customers, or aggregators. 4. Aggregation and Virtual Power PlantsIndividual DERs are often too small to participate directly in wholesale markets or provide utility-scale services. An aggregator combines them into a portfolio and communicates dispatch instructions, measurements, forecasts, and settlement data. A virtual power plant (VPP) is a coordinated portfolio that behaves, from the system operator's perspective, like a flexible generation or demand resource. An aggregator must solve several problems: - estimate available capacity and customer constraints;
- forecast renewable output and load;
- dispatch resources without violating local network limits;
- verify performance against a baseline or dispatch instruction;
- protect customer data and maintain cybersecurity;
- allocate revenues and costs transparently.
Aggregation creates an important distinction between electrical feasibility and market feasibility. A portfolio may have adequate total power but be unable to deliver it at the required location, duration, ramp rate, or time because of feeder constraints or customer opt-out behavior. A basic portfolio availability model is: Pagg(t) = ∑ᵢ Pᵢ(t) but actual deliverable power is limited by device constraints, communication delays, diversity, and network constraints. Thus, an operator should use a constrained aggregate capability rather than simply adding nameplate ratings. 5. Electric Vehicles and Charging SystemsAn EV contains a traction battery, power electronics, a motor drive, thermal systems, and a battery-management system. Charging may be AC charging through an onboard charger or DC fast charging through an external converter. Charging infrastructure is commonly categorized by power level and application, but exact classifications vary by standard and jurisdiction. 5.1 Unmanaged and managed chargingWith unmanaged charging, an EV begins charging whenever it is plugged in, often coinciding with evening demand peaks. Managed charging schedules charging to satisfy a departure-time energy requirement while respecting charger, battery, feeder, and user constraints. If an EV requires E_req kWh, has charging efficiency η_ch, and is connected for T hours, the minimum average charging power is: Pavg = Ereq / (ηch T) This assumes constant average power and ignores time-varying charging limits. A realistic scheduler may minimize electricity cost, feeder loading, emissions, or a weighted combination while ensuring: SOCdeparture ≥ SOCrequired The scheduler must also account for arrival uncertainty, user preferences, battery temperature, charging taper at high SOC, and minimum connection times. 5.2 Smart charging strategies- Time-of-use charging: charge during low-price periods.
- Critical-peak avoidance: reduce charging during system emergencies.
- Renewables-following: align charging with local solar or wind availability.
- Feeder-aware charging: restrict charging in constrained locations.
- Priority charging: reserve capacity for essential or time-sensitive users.
- Coordinated fleet charging: control buses, taxis, delivery vehicles, or workplace fleets.
A strategy that minimizes energy cost may increase emissions if low prices occur during fossil-fuel generation. Therefore, price signals should be evaluated alongside marginal emissions, reliability, and local network conditions. 5.3 Vehicle-to-grid servicesIn V2G operation, an EV discharges energy to the grid or a building. Related terms include vehicle-to-home (V2H), vehicle-to-building (V2B), and vehicle-to-load (V2L). V2G can provide peak reduction, frequency regulation, reserve, voltage support, and backup power. The available energy is constrained by mobility needs. If an EV has usable battery capacity E_use and must retain E_mobility for its next trip, then energy available for export is no greater than: Eexport ≤ Euse − Emobility The inequality is an upper bound, not a guarantee. Power limits, minimum SOC, battery degradation, connection duration, and contractual rules further restrict export. V2G business models must compensate owners for energy, availability, inconvenience, and degradation. A technically successful program can still fail if customers do not perceive fair value or if warranty and liability arrangements are unclear. 6. Worked Example: Battery-Assisted Solar and EV ChargingConsider a small commercial building with a 60 kW PV array, a 40 kW inverter, a 100 kWh battery, and ten EVs. During a two-hour midday interval, PV production is 42 kW, building demand is 18 kW, and the EV fleet is scheduled to charge at 20 kW. The battery is initially at 50% SOC, has an allowable SOC range of 10% to 90%, and has 95% charging and discharging efficiency. Without battery charging, net power is: Pnet = PPV − Pload − PEV = 42 − 18 − 20 = 4 kW Thus, 4 kW is exported, assuming the inverter can deliver the required power and the local network permits export. Suppose the objective is zero export. The battery can charge at 4 kW for two hours, absorbing 8 kWh on the AC side. The increase in stored energy is: ΔEbatt = ηc Pc t = 0.95 × 4 × 2 = 7.6 kWh Initial stored energy is 50 kWh, so final stored energy is 57.6 kWh and final SOC is 57.6%. All limits are satisfied. If instead the EV fleet charged at only 5 kW, net surplus would be 19 kW. The battery could absorb 19 kW for two hours, but this would require 38 kW of charging power and 36.1 kWh of stored energy. The battery would remain within its SOC limits, but the inverter and battery power ratings would need to support that charging level. This illustrates why energy capacity and power capacity are separate design constraints. 7. Illustrative Case Study: Community Solar, Storage, and EVsThis is a fictional illustrative case, designed for educational analysis. BackgroundA suburban feeder supplies 1,200 homes, a school, and a small commercial district. The feeder experiences a summer evening peak of 4.8 MW. A proposed development includes 2 MW of rooftop PV, 300 home EV chargers, a 1 MW/2 MWh community battery, and a school capable of shifting HVAC and water-heating load. ProblemUnmanaged EV charging would coincide with the evening peak. Midday PV export could raise voltage on a lightly loaded section, while the feeder transformer serving the commercial district has limited spare capacity. The utility must determine whether the proposal can be connected without major reinforcement. AnalysisThe utility performs time-series unbalanced power-flow simulations using high-PV/low-load, high-EV/peak-load, and cloud-transient scenarios. It evaluates voltage limits, transformer loading, reverse power flow, protection coordination, and the effect of inverter volt-var control. The study also considers customer departure requirements and the possibility that some customers opt out of managed charging. Approach and solutionThe project adopts four measures: - EV charging is shifted toward midday solar production and away from the feeder's evening peak.
- The community battery absorbs midday surplus and discharges during the evening peak.
- PV inverters use approved voltage-support functions with defined limits.
- The school provides a contracted flexible-load service, subject to indoor-temperature and school-operation constraints.
The aggregator maintains a minimum EV departure SOC and sends feeder-aware dispatch signals. The utility retains authority to override the portfolio during abnormal conditions. OutcomeThe final design reduces the modeled evening peak, limits midday export, and avoids immediate transformer replacement. However, the project requires communications testing, customer-consent procedures, cybersecurity controls, performance measurement, and a plan for battery replacement and inverter maintenance. The solution is therefore not merely a hardware installation; it is an operational and institutional system. Learning points- Nameplate DER capacity does not equal dependable network service.
- Storage power rating and energy rating must both be checked.
- Local network constraints can dominate system-wide energy economics.
- Customer mobility and comfort constraints are central to EV flexibility.
- Interconnection decisions should evaluate controls and operating procedures, not only equipment size.
8. Challenges, Governance, and Best PracticesTechnical limitationsDER output is uncertain and geographically dispersed. Distribution models may be incomplete or inaccurate, especially where low-voltage circuits are poorly monitored. Inverter controls can interact with legacy regulators. Batteries degrade, PV systems may be curtailed, and communication failures can reduce availability. EV charging can create concentrated local peaks even when total annual energy demand appears modest. Economic and regulatory issuesTariffs strongly influence DER behavior. Poorly designed export compensation can encourage production at times when the grid has little value for additional energy, whereas overly restrictive tariffs can discourage useful investment. Regulatory frameworks must define interconnection costs, data access, aggregator responsibilities, compensation, consumer protection, and utility operational authority. Safety, privacy, and cybersecurityDER systems collect detailed information about occupancy, travel, energy use, and customer behavior. Data minimization, access control, encryption, authentication, secure software updates, and incident response are essential. Cybersecurity must be treated as a lifecycle requirement rather than a one-time equipment feature. Safety requirements include electrical isolation, thermal-runaway mitigation, fire protection, safe access for emergency responders, and clear procedures for islanded operation. Environmental justice also matters: benefits, infrastructure burdens, air-quality improvements, and program participation opportunities should not be distributed inequitably. Best-practice workflowA professional DER project should: - Define the service objective before selecting technology.
- Quantify both energy and power requirements.
- Model uncertainty, degradation, customer behavior, and communication failure.
- Perform location-specific interconnection and hosting-capacity studies.
- Specify interoperable controls and verified performance requirements.
- Establish transparent customer-consent, compensation, and opt-out rules.
- Monitor actual performance and revise models using measured data.
- Plan end-of-life recycling, replacement, and cybersecurity maintenance.
Artificial intelligence can support load forecasting, anomaly detection, battery-health estimation, and optimization. However, AI recommendations should remain explainable enough for operators, should be tested against unusual conditions, and should not bypass engineering limits or regulatory accountability. AI is a decision-support tool, not a substitute for protection systems or physical validation. Contemporary DevelopmentsCurrent research and industry practice are moving toward grid-forming inverters, dynamic operating envelopes, distribution-level flexibility markets, second-life batteries, bidirectional charging standards, and coordinated hybrid resources. Digital twins and high-resolution feeder measurements are improving hosting-capacity analysis. At the same time, planners are reassessing conventional assumptions about peak demand, considering electrification-driven load growth, and integrating resilience objectives such as backup supply for critical facilities. The most important conceptual shift is from treating DERs as passive devices to treating them as actively managed participants in a network. Their value depends on location, timing, controllability, reliability, and the services they provide—not simply on installed capacity. Chapter SummaryDistributed energy resources include PV, wind, storage, flexible loads, and EVs located near electricity consumers. Their analysis requires distinction between power and energy, nameplate capacity and deliverable capability, and technical potential and customer-available flexibility. PV and wind are variable resources whose output depends on environmental conditions. Batteries are characterized by power, energy, efficiency, SOC, degradation, and operating limits. Flexible loads and EVs can shift or modulate demand when comfort, process, mobility, and user constraints are respected. Inverter-based resources provide active and reactive power control, voltage and frequency support, ride-through, and potentially grid-forming capability. Interconnection studies must examine voltage, thermal loading, protection, fault current, power quality, and anti-islanding. Hosting capacity is location- and assumption-dependent and can be increased through controls, storage, and network upgrades. Aggregators and virtual power plants combine small resources into operational and market portfolios, but aggregate nameplate ratings do not guarantee deliverability. Managed EV charging can reduce peaks and align demand with renewable generation. V2G adds bidirectional services but must account for mobility requirements, battery degradation, compensation, and customer acceptance. Effective DER deployment therefore combines electrical engineering, optimization, communications, regulation, cybersecurity, economics, and public-interest considerations. Key TermsDistributed energy resource: A small-scale generation, storage, or controllable demand resource connected near end users. Inverter-based resource: A DER connected to the AC grid through power electronics. Photovoltaic system: A system that converts solar radiation directly into electricity. Wind power coefficient: The fraction of kinetic wind power captured by a turbine rotor. Battery energy storage system: Integrated battery, converter, management, protection, and control equipment. State of charge: Stored battery energy expressed as a fraction or percentage of a defined capacity. Depth of discharge: The fraction of usable battery capacity discharged during operation. Round-trip efficiency: Energy delivered from storage divided by energy used to charge it. Controllable load: A demand resource whose consumption can be changed while maintaining service constraints. Grid-following inverter: An inverter that synchronizes to an existing grid voltage waveform. Grid-forming inverter: An inverter capable of establishing a controlled voltage and frequency reference. Volt-var control: Reactive-power control based on measured voltage. Hosting capacity: DER capacity that can be accommodated under specified network and performance conditions. Interconnection study: Technical assessment of the impacts and requirements of connecting a resource to the grid. Aggregator: An entity that coordinates multiple DERs as a portfolio. Virtual power plant: A coordinated DER portfolio operated as a single flexible resource. Managed charging: Controlled EV charging that responds to system, market, or customer constraints. Vehicle-to-grid: Bidirectional transfer of power between an EV and the electric grid. Dynamic operating envelope: A time-varying limit on DER import or export based on network conditions. Demand response: Deliberate modification of electricity demand in response to a signal or system need. Review QuestionsShort Answer Questions- Distinguish between power capacity and energy capacity using a battery example.
- What factors influence photovoltaic output?
- Why can reactive power control affect distribution-feeder voltage?
- Define hosting capacity and explain why it is location-dependent.
- State two differences between unmanaged and managed EV charging.
Long Answer Questions- Explain the principal operating characteristics, models, and limitations of PV, wind, and battery storage systems.
- Discuss grid-following and grid-forming inverters and their potential contributions to grid stability.
- Describe the technical studies normally required for DER interconnection.
- Explain how an aggregator or virtual power plant can coordinate residential DERs.
- Evaluate the benefits and limitations of V2G for a distribution utility and EV owners.
Analytical / Application Questions- A 200 kWh battery operates between 15% and 85% SOC. Calculate its usable nominal energy and explain how charging and discharging efficiency would alter delivered energy.
- A feeder has a midday PV surplus and an evening peak caused partly by EV charging. Design a coordinated charging-and-storage strategy and identify at least three constraints that must be included.
- Propose a hosting-capacity study for a feeder receiving substantial rooftop PV. Specify scenarios, performance criteria, mitigation options, and the data needed to validate the results.
Multiple Choice Questions with AnswersQuestion 1Which quantity describes the rate of energy transfer? A. Energy B. Power C. State of charge D. Capacity factor Correct Answer: B. Power Question 2In the simplified wind-power relationship P = ½ρAv3, which variable has the greatest direct exponent effect on available power? A. Air density B. Swept area C. Wind speed D. Generator efficiency Correct Answer: C. Wind speed Question 3A battery has a nominal capacity of 100 kWh and is operated between 10% and 90% SOC. What is its usable nominal energy range? A. 10 kWh B. 80 kWh C. 90 kWh D. 100 kWh Correct Answer: B. 80 kWh Question 4What is the principal function of volt-var control? A. Control reactive power as a function of voltage B. Maintain a fixed battery temperature C. Estimate EV departure time D. Measure wind speed Correct Answer: A. Control reactive power as a function of voltage Question 5Which inverter type can establish a controlled voltage and frequency reference in a weak or islanded system? A. Passive rectifier B. Grid-following inverter C. Grid-forming inverter D. Mechanical transformer Correct Answer: C. Grid-forming inverter Question 6Hosting capacity is best described as: A. The total nameplate capacity manufactured in a region B. The DER capacity that can connect under specified network criteria and assumptions C. The annual energy produced by a PV array D. The maximum battery SOC Correct Answer: B. The DER capacity that can connect under specified network criteria and assumptions Question 7An EV requires 12 kWh, has charging efficiency 0.90, and is connected for 4 h. What average charging power is required? A. 2.7 kW B. 3.0 kW C. 3.33 kW D. 4.8 kW Correct Answer: C. 3.33 kW Question 8Which arrangement combines many small DERs so they can operate as one flexible portfolio? A. Virtual power plant B. Isolated fuse C. Passive meter D. Single-phase rectifier Correct Answer: A. Virtual power plant Question 9What is a key constraint on V2G operation? A. The EV must always remain at 100% SOC B. The vehicle must retain sufficient energy for mobility needs C. The grid cannot measure active power D. PV output becomes constant Correct Answer: B. The vehicle must retain sufficient energy for mobility needs Question 10If an inverter has apparent-power rating S, which relationship limits simultaneous active and reactive power under the ideal capability approximation? A. S = P + Q B. S2 = P2 + Q2 C. S = P/Q D. S = P − Q Correct Answer: B. S2 = P2 + Q2
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