Use implicit differentiation to find and .Assume that the equation defines z as a differentia ôy function near each (x, y). xyz = sin(7x + 5y + 2z) 7cos(7x + 5y + 2z) – 4ry*z xy4 – 2cos(7x + 5y + 2z) ôz _ 5cos(7x + 5y + 2z) – 4xʻ³z ôy O A. xy – 2cos(7x + 5y + 2z) ôz_ 5cos(7x + 5y + 2z) – 4xy°z xy4 – 2cos(7x + 5y + 2z) ôz_ 7cos(7x + 5y + 2z) – 4x°y*z ôy OB. xy – 2cos(7x + 5y + 2z) 4.4 OC. ôz_ 7cos(7x + 5y + 2z) – 4xy*z xy - 2cos(7x + 5y + 2z) ôz_ 5cos(7x + 5y + 2z) – 4x*y°z y - 2cos(7x + 5y + 2z) ôx OD. 5cos(7x + 5y + 2z) – 4xy°z xy - 2cos(7x + 5y + 2z) ôz_ 7cos(7x + 5y + 22) – 4xy*z ôy xy - 2cos(7x + 5y + 2z) ôx

Q: Find dy/dx in terms of z and y if cos² (3y) + sin² (3y) = y + 15. I

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Q: 1.) Find the derivatives of a.) y = 3e²x — 2lnx + arcsec x

A: the given equation is

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Q: dz Use implicit differentiation to find dx In(x+z?)+yz+6x?=7 2(7x2+722+1) 2(3yz + 3x?yz + 2)…

A: We can solve these question using the properties of partial derivatives as below

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Q: Find y by implicit differentiation. Match the equations defining y implicitly with the letters…

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