Referring to the figure below, solve for IT and I2 by using simultaneous equations.
a. IT = 24.6 mA I2 = 6.9 mA
b. IT = 33.2 mA I2 = 1.1 mA
c. IT = 22.1 mA I2 = 6.8 mA
d. IT = 33.2 mA I2 = 0.67 mA
e. IT = 22.2 mA I2 = 2.2 mA
a. IT = 24.6 mA I2 = 6.9 mA
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