Find the nth-degree Taylor polynomial at the indicated value of a. Write the answer in expanded notation.f(x) = - 
; at 1
A. - 
+ 
(x - 1) - 
(x - 1)2 + 
(x - 1)3 - ... + 
(x - 1)n
B. - 
- 
(x - 1) - 
(x - 1)2 - 
(x - 1)3 - ... + 
(x - 1)n
C. - 
- 
(x - 1) - 
(x - 1)2 - 
(x - 1)3 - ... + 
(x - 1)n
D. - 
+ 
(x - 1) - 
(x - 1)2 + 
(x - 1)3 - ... + 
(x - 1)n
Answer: D
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Find the absolute extreme values of the function on the interval.f(x) = x4/3, -1 ? x ? 8
A. absolute maximum is 16 at x = 8; absolute minimum is 1 at x = -1 B. absolute maximum is 64 at x = 8; absolute minimum is 0 at x = 01 C. absolute maximum is 16 at x = 8; absolute minimum does not exist D. absolute maximum is 16 at x = 8; absolute minimum is 0 at x = 01
Solve the problem.The profit that the vendor makes per day by selling x pretzels is given by the function 
Find the number of pretzels that must be sold to maximize profit.
A. 400 pretzels B. 200 pretzels C. 100 pretzels D. 800 pretzels
Find the derivative.
A. sin (x3)
B. 
x4 sin (x3)
C. -cos (x3) - 1
D. 3x2 sin (x3)
Simplify
