Solve the second derivative forf (x,y,z) = sin* (x² +y²) a²f ax? x²+y² sin ت )م(. (x² +y²' sin sin 2(e cos² x² sin -2e A: (x² +y²' sin ** x² +y²' xsin sin x² +y² sin (x² +y² z cos(* +y?) (x² +y² cos2 2e +e 2(e (x² +y2 sin (x² +y² sin x² +y² sin cos² (x² +y²' +e z cos(+y²) (x² +y² x² sin -2e z sin x²+y² +e (x² +y² (x²+y² sin (x² +y² sin (x² +y² x²+y²) sin z cos( -2e D:2e 2(e E: none of above
Solve the second derivative forf (x,y,z) = sin* (x² +y²) a²f ax? x²+y² sin ت )م(. (x² +y²' sin sin 2(e cos² x² sin -2e A: (x² +y²' sin ** x² +y²' xsin sin x² +y² sin (x² +y² z cos(* +y?) (x² +y² cos2 2e +e 2(e (x² +y2 sin (x² +y² sin x² +y² sin cos² (x² +y²' +e z cos(+y²) (x² +y² x² sin -2e z sin x²+y² +e (x² +y² (x²+y² sin (x² +y² sin (x² +y² x²+y²) sin z cos( -2e D:2e 2(e E: none of above
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.2: Trigonometric Equations
Problem 105E
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