Chapter102005solutions

# 1 2 13 sin t cos t dt 2 13 sin2 t d 2 0

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Unformatted text preview: # H− 6 sin t cos tL + H− 2 sin 2 tL2 dt = ‡ L=‡ 36 sin2 t cos2 t + 16 sin2 t cos2 t dt 0 0 2 è!!!!!! è!!!!!! 1 = 2 13 ‡ sin t cos t dt = 2 13 @ sin2 t D 2 0 π 2 π = 0 4. Find 6. è!!!! è!!!! H9 − 3L 3 63 è!!!! è!!!! = = 3 so y−0= 3 Hx − 3L è!!!! è!!!! 2t 6 dx 233 è!!!! è!!!! H9 − 3L 3 63 è!!!! è!!!! Point → H3, 0L → m = = = − 3 so y − 0 = − 3 Hx − 3L è!!!! è!!!! −6 −2 3 3 dy = 3 t2 − 3 Point → H3, 0L → m = Find the slope of the tangent line for r = 3 + 3 cos θ, at θ = π. 5. 1 y j 2t + C2 z j r HtL = J‡ Htan2 tL dtN i + J‡ 2t dtN j = J‡ Hsec2 t...
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## This note was uploaded on 08/29/2010 for the course MATH 44323 taught by Professor Anderson during the Spring '09 term at University of California, Berkeley.

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