Let y x x then y 0 e is a e b 2 e c 2 e e d 2 e e e

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7. Lety=x-x. Theny0(e)is:(a)-e(b)-2e(c)2ee(d)-2e-e(e) None of the above.
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8. Suppose thatf(0) = 2andf0(x)7for all values ofx. The largest value thatf(2)cantake is:
9. For a one-to-one functionf(x), iff(6) = 3andf0(6) =23, find(f-1)0(3).
10. Use linear approximation ata= 4to estimate14.01.
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11. Find the slope of the tangent line at the pointPwith coordinates(1,2), for the curvegiven by the equationx3+y3= 3xy+ 3.(a)3(b)1(c)14(d)13(e)112x+px2-4x12. Findlimx!-1.
13. Find the limitlimx!2(x-1)1x-2.
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14. Iff(x) = cos-1(px) + sin-1(px)(these arearccos(px)andarcsin(px)), thenf0(x)is:

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Term
Fall
Professor
NickMoore
Tags
Concave function

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