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 =

Answered: Image /qna-images/answer/5dd7dc30-abdd-4c42-a8e1-8db44a76145d.jpg

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.)

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Question

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)2
Differentiate 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 not
simplify your answer completely.):
d[ E?R
dR L (R + r)2
dP
d
(E?R(R + r)-2]
dR
= 0
dR
[8?(R + r)-2] + [E?R(-2)(R + r)-³]
= 0
re? – le?R
E?(R + r)
(R + r)³
28?R
= 0
(R + r)3
(R + r)3
Solve 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: E
and r.)
P.
max
EXERCISE
Hint
(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 decimal
number.)
e =
(b) With R = 2r, what is the efficiency? (Enter your answer as a decimal number.)
e =

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