Answer the question about the preference schedule.If candidate E withdrew from the election (and voters for the other candidates were moved up in the table), how many votes would the other four candidates receive? Preference Schedule for an election. 
A. A-30, B-5, C-10, D-4
B. A-14, B-5, C-10, D-4
C. A-30, B-5, C-0, D-4
D. A-14, B-5, C-0, D-4
Answer: A
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Find a parametrization for the line segment beginning at P1 and ending at P2.P1(-5, 2, -1) and P2
A. x = 5t - 5, y = 2, z = 
t - 1, 0 ? t ? 1
B. x = -5t, y = 2, z = - 
t + 1, 0 ? t ? 1
C. x = -5t, y = 2t, z = - 
t + 1, 0 ? t ? 1
D. x = 5t - 5, y = 2t, z = 
t - 1, 0 ? t ? 1
Solve the problem. Assume all numbers are approximate unless otherwise stated or the number has been determined by a definition or counting process.The capacitance of a certain element in an electric circuit (in ?F) was determined by calculating the value of 
Calculate this capacitance.
A. 8.0 ?F B. 7.3 ?F C. 7.7 ?F D. 7.5 ?F
Find the derivative.y = 2x2e-x
A. 4xe-x(1 - x) B. 2xex(2 - x) C. 2xe-x(x + 2) D. 2xe-x(2 - x)
Find an approximate equation y = abx of the exponential curve that contains the given pair of points. Round the values of a and/or b to two decimal places, if necessary.(2, 7) and (5, 43)
A. y = 2.09(1.83)x B. y = 6.83(2.05)x C. y = 3.50(2.00)x D. y = 7.65(1.83)x