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If z=f(x y) x=rcosӨ y=rsinӨ Find (Әz/Әx)^2 + (Әz/Әy)^2 PARTIAL DIFFERENTIATION
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PARTIAL DERIVATIVE LINKS
0:05:17
If z=f(x y) x=rcosӨ y=rsinӨ Find (Әz/Әx)^2 + (Әz/Әy)^2 PARTIAL DIFFERENTIATION
0:03:47
If z=f(x y) x=e^u+e^-v y=e^-u-v show Әz/Әu - Әz/Әv = xӘu/Әx - yӘu/Әy PARTIAL DIFFERENTIATION...
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If u= x²-y², v= 2xy and x=rcosΘ, y=rsinΘ. Find Jacobian of (u,v) w.r.t. (r,Θ) | Chain Rule-Jacobians...
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If u=f(x/y y/z z/x) prove that xӘu/Әx + yӘu/Әy + zӘu/Әz = 0 PARTIAL DIFFERENTIATION
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If curves f(x y)=0 φ(x y)=0 show at contact Әf/Әx Әφ/Әy = Әf/Әy Әφ/Әz Әz/Әx PARTIAL DIFFERENTIATION...
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If z = f(x, y) and x = eu + e-v , y = e-u – ev. Prove that 𝒅𝒛/𝒅𝒖 − 𝒅𝒛/𝒅𝒗 = x 𝒅𝒛/𝒅𝒙 – y 𝒅𝒛/𝒅𝒚 ....
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If x^x y^y z^z = c show at x=y=z Ә^2x/ӘxӘy = -(xlog ex)^-1 Partial Differentiation
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