R1 = 500 ê, R2 = 1500 ê, RL = 2000 ê, and E = 15 V. Find V2.
a. 2.33 V
b. 1.33 V
c. 3.50 V
d. 9.46 V
e. 15.0 V
d. 9.46 V
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Find the volume of the solid generated by revolving the region bounded by the given lines and curves about the 
. y = 3cos ?x, y = 0, x = -0.5, x = 0.5
A. 
?
B. 3?
C. 18?
D. 9?
Evaluate the function at the given values of the variable.f(x) = 6x - 1
a. f(-1)
b. f(-2)
A. -5, -11 B. -6, -12 C. -7, -13 D. 6, 12
Solve the equation in the complex number system.x7 - 1 = 0
A. 1, cos(25.7°) + i sin(25.7°), cos(51.4°) + i sin(51.4°), cos(77.1°) + i sin(77.1°), cos(102.9°) + i sin(102.9°), cos(128.6°) + i sin(128.6°), cos(154.3°) + i sin(154.3°) B. 1, cos(51.4°) + i sin(51.4°), cos(102.9°) + i sin(102.9°), cos(154.3°) + i sin(154.3°), cos(205.7°) + i sin(205.7°), cos(257.1°) + i sin(257.1°), cos(308.6°) + i sin(308.6°) C. -1, cos(25.7°) + i sin(25.7°), cos(51.4°) + i sin(51.4°), cos(77.1°) + i sin(77.1°), cos(102.9°) + i sin(102.9°), cos(128.6°) + i sin(128.6°), cos(154.3°) + i sin(154.3°) D. 1, cos(51.4°) + i sin(51.4°), cos(102.9°) + i sin(102.9°), cos(154.3°) + i sin(154.3°), cos(205.7°) + i sin(205.7°), cos(257.1°) + i sin(257.1°), cos(308.6°) + i sin(308.6°), -1
Solve and graph.a + 9 < -2
A. a ? -11
B. a ? -11 
C. a < -11
D. a > -11 