Solve the problem.Rental on a car is $170 plus $0.03 per mile. If x represents the number of miles driven and f(x) represents the total cost to rent the car, a linear function that models the situation is 
Find the value of x if 
Interpret your answer in the context of this problem.
A. 4000; It costs $4000 to drive the rental car 290 miles.
B. 4000; It costs $290 to drive the rental car 4000 miles.
C. 179; It costs $290 to drive the rental car 179 miles.
D. 179; It costs $179 to drive the rental car 290 miles.
Answer: B
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Use a calculator to find the function value. Give your answer rounded to seven decimal places, if necessary.tan 55°50'
A. 1.4735983 B. 1.4741983 C. 1.4732983 D. 1.4738983
Find the direction angle ? for the given vector. Let 0° ? ? < 360° and round ? to the nearest tenth when appropriate.
A. 225° B. 315° C. 270° D. 45°
Describe the solution set as an inequality and in interval notation. |7x + 6| + 3 ? 10
A. x ? - 
or x ? 
; 
,
? 
, 
B. - 
? x ? 
; 
C. x ? - 
or x ? 
; 
, 
? 
, 
D. - 
? x ? 
; 
Give the ordered pairs for the points labeled on the graph.
A. A(5, -5); B(1, -1) B. A(5, 5); B(0, -1) C. A(5, 5); B(0, 1) D. A(-5, 5); B(0, 1)