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[1] | (a)(#13 Pg 210; similar #4 Pg 225 done in class)(2 pts) Find f '(x) if f(x) =x5 - 5x4 + 10 | ||
(b)(3 pts) Find both CVs (critical values) for f(x) in [1a] above. Remember that CV's occur where f '(x) is either zero or undefined. Then test the CVs by entering NUMBERS (not just +/- signs) in the 5 empty boxes of the table below. Finally (in bottom row) state the kind of CV (max, min, or ledge) for these two CVs. YOU MAY NOT USE THE GRAPHING CAPABILITY OF CALCULATORS HERE. |
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[2] | ||||||||||
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For the problem in the box above, complete the equations which express the relationship between x and Y (show work: one number given as a reality check). Enter numbers (not variables) in the 8 boxes below. | ||||||||||
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Differentiate the above Y twice to find and test any CVs of Y, and finally name the value of x at which Y is largest. | ||||||||||||
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