Find the absolute maximum and absolute minimum values of the function, if they exist, over the indicated interval. When no interval is specified, use the real line (-?, ?). f(x) = 
x3 + 
x2 - 27x + 2; (-?, 0)
A. Absolute maximum = 
; absolute minimum = - 
B. No absolute maximum; absolute minimum = - 
C. Absolute maximum = 
; no absolute minimum
D. No absolute extrema
Answer: C
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Provide an appropriate response.Find the standard equation for the position s of a body moving with a constant acceleration a along a coordinate line. The following properties are known: i. 
= a, ii. 
= v0 when t = 0, and iii. s = s0 when t = 0,where t is time, s0 is the initial position, and v0 is the initial velocity.
A. s = 
+ s0
B. s = at2 + v0t + s0
C. s = 
+ v0t + s0
D. s = 
- v0t - s0
Solve the problem.Convert 18°F to Celsius. Use the formula C = 
(F - 32). Round to the nearest tenth if necessary.
A. 64.4°C B. 22.0°C C. 0.4°C D. -7.8°C
Factor.15x2 - 29x + 12
A. (15x - 1)(x - 12) B. (3x - 4)(5x - 3) C. (3x + 4)(5x + 3) D. (15x - 4)(x - 3)
Find an equation of the secant line containing (1, f(1)) and (2, f(2)).f(x) = x2 - 2x
A. y = -x + 2 B. y = x + 2 C. y = x - 2 D. y = -x - 2