Answer Happy

Using Kirchhoff's rules, find the following. (e m f1 = 70.8 V, e
m f2 = 61.0 V, and e m f3 = 79.6 V.)
(a) the current (in mA) in each resistor shown in the figure
above
(b) the potential difference between points c and f (Give the
magnitude of your answer in volts and select the point of highest
potential.)
(c) What If? If all of the resistors in the circuit were
decreased in value by a factor of 1,000, would the current in each
resistor simply increase by a factor of 1,000?
Using Kirchhoff's rules, find the following. (E = 70.8 V, Ez = 61.0 V, and Ez = 79.6 V.) 4.00 ΚΩ w RE E d E, R, 3.002 2.00 ΚΩ a w R (a) the current in ma) in each resistor shown in the figure above = 0.6 Apply Kirchhoff's rules to write a set of simultaneous equations that can be solved for the current in each part of the circuit. mA = -2.7 ma IR IR2 IR = 2.05 x Apply Kirchhoff's rules to write a set of simultaneous equations that can be solved for the current in each part of the circuit. mA (b) the potential difference between points cand f(Give the magnitude of your answer in volts and select the point of highest potential.) magnitude of potential difference 69.1 V point at higher potential (c) What If? If all of the resistors in the circult were decreased in value by a factor of 1,000, would the current in each resistor simply increase by a factor of 1,000? Explain your answer.