THEOREM 15.7 Chain Rule (One Independent Variable) Let z be a differentiable function of x and y on its domain, where x and y are differ- entiable functions of t on an interval I. Then az dy dy dt dz dz dr dt ax dt dQ/dt, where Q = Vx² + y² + z?,x = sin t, y = cos t, and z = cos t

THEOREM 15.7 Chain Rule (One Independent Variable) Let z be a differentiable function of x and y on its domain, where x and y are differ- entiable functions of t on an interval I. Then az dy dy dt dz dz dr dt ax dt dQ/dt, where Q = Vx² + y² + z?,x = sin t, y = cos t, and z = cos t

Name: Chain Rule with one independent variable Use Theorem 15.7 to find the
Uploaded: 2024-03-20T06:46:42.000Z
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Description: Chain Rule with one independent variable Use Theorem 15.7 to find the following derivatives. THEOREM 15.7 Chain Rule (One Independent Variable)Let z be a differentiable function of x and y on its domain, where x and y are differ-entiable functions of