Find the d^3z/dydx^2 partial derivative

  1. Find the d^3z/dydx^2 partial derivative of:ln[sin(x-y)] The answer is supposed to be 1/2; however, I cannot figure out how to
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    2. James asked by James
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  2. Please check my answers and let me know if I did something wrong. Thank you!Find the partial derivative of x, and the partial
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    2. Jennifer asked by Jennifer
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  3. 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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  4. Evaluate: f(x,y)=2x^3e^ya) partial derivative with respect to x. I know that you have to treat y as a constant but I have no
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    2. Hannah asked by Hannah
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  5. Find d VC/ d y = ((y/240)^2)(w)= 2yw/240^2 + 0 + y^2/240^2 but final answer is.... = 2yw/240^2 So, is the question asking for
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    2. Anonymous asked by Anonymous
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  6. 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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  7. 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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  8. Find out the partial derivative w.r.t 'x' and 'y' off (x,y) = log(y) x Now, log(y) x = ln x / ln y Partial Diff w.r.t 'x' = 1/ x
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    2. Akki asked by Akki
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  9. z=u(v+w)^(1/2) find ∂^3z/(∂u∂v∂w)what partial derivative am I suppose to be finding exactly? Do I take the derivative of
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    2. C asked by C
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  10. Prove that (grad)^2 f(r) = D^2/dr^2 + (2/r) Df/DrWhere D^2/dr^2 refers to the second partial derivative of f , w.r.t. r and Df/
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    2. Aryaa asked by Aryaa
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