Solve the problem. Give the answer to the nearest thousandth if necessary.A long-distance runner runs 5 miles south and then 9 miles east. How far is the runner from the starting point? 
East --9 mi-->
A. 11.296 mi
B. 5.292 mi
C. 14 mi
D. 10.296 mi
Answer: D
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Find the product.(3x + 12)(3x - 12)
A. 3x2 - 72x - 144 B. 9x2 - 144 C. 9x2 - 72x - 144 D. 9x2 + 72x - 144
Parallel lines are cut by the transversal shown. Determine the measures of the requested angles.In the figure, 
and m?ABC = 64°. Determine the measures of angles ?ABE, ?FCD, and ?BCD.
A. m?BCD = m?ABE = m?FCD = 26° B. m?BCD = 64°, m?ABE = m?FCD = 116° C. m?BCD = m?ABE = 64°, m?FCD = 116° D. m?BCD = 64°, m?ABE = m?FCD = 26°
Solve the problem.Consider the generic weighted voting system {q: w1, w2, w3, w4, w5}. Suppose that the winning coalitions are 
and 
Find the Banzhaf power distribution.
A. P1: 
, P2: 
, P3: 
, P4: 
, P5: 
B. P1: 
, P2: 
, P3: 
, P4: 
, P5: 
C. P1: 
, P2: 
, P3: 
, P4: 
, P5: 
D. P1: 
, P2: 
, P3: 
, P4: 0, P5: 0
E. none of these
Determine the equation of the line described. Put the answer in the slope-intercept form, if possible.Through (9, -8), perpendicular to x = -1
A. y = 8 B. y = -1 C. x = -1 D. y = -8