Find dydx if y=∫3xx3ettantdt .

  1. Find dydx if y=∫3xx3ettantdt . For an indefinite integral, use the notation INT in place of the symbol. For example,
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  2. Find dy/dx if y=csc(2x−−√) . (1 point) Responses dydx=−csc(2x√)cot(2x√)x√ d y d x = − csc ( 2 x ) cot ( 2 x ) x
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  3. Find dydx if y=csc3x+1−−−−−√ . (1 point) Responses dydx=−3csc3x+1√ ⋅ cot3x+1√3x+1√ d y d x = − 3 csc 3 x
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  4. Find dy/dx if y=sinx⋅sin−1x . (1 point) Responses dydx=cosx ⋅ sin−1x+sinx1+x2 d y d x = cos x · sin − 1 x + sin x 1 +
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  5. Find dydx for y=sin^−1(1√x) .
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  6. Find dydx for y=sin−1(1x√) .
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  7. If dydx=6x2+2, find y given that y=7 when x=1.
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  8. Find dydx if y=csc(2x−−√) .
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  9. Find dydx if y=3x⋅5x .
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  10. If dydx=6x2+2, find y given that y=7 when x=1.
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