evaluate-and-simplify-z-given-t-sint-z

Question

Evaluate and simplify z′$$z^{\prime}$$ given t=sin⁡(t+z) t = \sin(t + z) .

Accepted Answer

z′=sec⁡(t+z)−$$1z^{\prime}$$=\sec\left(t+z\right)-1

Answer

z′=cos⁡(t+z)−$$1z^{\prime}$$=\cos\left(t+z\right)-1

Answer

z′=sec⁡$$(t+z)+1z^{\prime}$$=\sec\left(t+z\right)+1

Answer

z′=cos⁡$$(t+z)+1z^{\prime}$$=\cos\left(t+z\right)+1

Evaluate and simplify z′z^{\(\prime\)} given t=sin(t+z) t = \(\sin\)(t + z) .