find-the-derivative-of-the-function-ysec3exysecleft3exright

Question

Find the derivative of the function y=sec⁡(3ex)y=\sec\$$left(3e^{x}$$\right).

Accepted Answer

3exsec⁡(3ex)tan⁡$$(3ex)3e^{x}$$\sec\$$left(3e^{x}$$ight)	an\$$left(3e^{x}$$ight)

Answer

−3excsc⁡(3ex)cot⁡$$(3ex)-3e^{x}$$\csc\$$left(3e^{x}$$\right)\cot\$$left(3e^{x}$$\right)

Answer

e3xcsc⁡(3ex)cot⁡$$(3ex)e^{3x}$$\csc\$$left(3e^{x}$$\right)\cot\$$left(3e^{x}$$\right)

Answer

e3xsec⁡(3ex)tan⁡$$(3ex)e^{3x}$$\sec\$$left(3e^{x}$$ight)	an\$$left(3e^{x}$$ight)

Find the derivative of the function y=sec(3ex)y=\(\sec\)\(\left\)(3e^{x}\(\right\)).