Find the power delivered to the load resistance using P = I2R, with I given by I = e m f/R + r(Use the following as necessary: e m f and R.):Solve for R (Use the following as necessary: r.):Finalize To check this result, let's plot P versus R as in figure (b). What does Equation (1) show for the maximum value of the power? (Use the following as necessary: and r.)At the condition for maximum transfer in the example (from power supply to the load resistor), what is the efficiency of the circuit? (Enter your answer as a decimal number.)With R = 2r, what is the efficiency? (Enter your answer as a decimal number.) Find the power delivered to the load resistance using P = I²R, with I given by I =(Use the following as necessary: E and R.):R + r(emf)²R(1)P = 1?R =(R + r)2Differentiate the power with respect to the load resistance R and set the derivative equal to zero to maximize the power (Use the following as necessary: E, R, and r. Do notsimplify your answer completely.):d[ E?RdR L (R + r)2dPd(E?R(R + r)-2]dR= 0dR[8?(R + r)-2] + [E?R(-2)(R + r)-³]= 0re? – le?RE?(R + r)(R + r)³28?R= 0(R + r)3(R + r)3Solve for R (Use the following as necessary: r.):R =Finalize To check this result, let's plot P versus R as in figure (b). What does Equation (1) show for the maximum value of the power? (Use the following as necessary: Eand r.)P.maxEXERCISEHint(a) At the condition for maximum transfer in the example (from power supply to the load resistor), what is the efficiency of the circuit? (Enter your answer as a decimalnumber.)e =(b) With R = 2r, what is the efficiency? (Enter your answer as a decimal number.)e =

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Find the power delivered to the load resistance using P = I2R, with I given by I = e m f/R + r (Use the following as necessary: e m f and R.): Solve for R (Use the following as necessary: r.): Finalize To check this result, let's plot P versus R as in figure (b). What does Equation (1) show for the maximum value of the power? (Use the following as necessary: and r.) At the condition for maximum transfer in the example (from power supply to the load resistor), what is the efficiency of the circuit? (Enter your answer as a decimal number.) With R = 2r, what is the efficiency? (Enter your answer as a decimal number.)

Find the power delivered to the load resistance using P = I2R, with I given by I = e m f/R + r (Use the following as necessary: e m f and R.): Solve for R (Use the following as necessary: r.): Finalize To check this result, let's plot P versus R as in figure (b). What does Equation (1) show for the maximum value of the power? (Use the following as necessary: and r.) At the condition for maximum transfer in the example (from power supply to the load resistor), what is the efficiency of the circuit? (Enter your answer as a decimal number.) With R = 2r, what is the efficiency? (Enter your answer as a decimal number.)