calculate-the-derivative-of-the-function-gte2ttant4gte2ttan-t-4

Question

Calculate the derivative of the function g(t)=e2t+tan⁡t−4g(t)=$$e^{2t+	an t-4}.$$

Accepted Answer

(2+sec⁡2t)e2t+tan⁡t−4\left(2+\$$sec^2t$$\$$right)e^{2t+	an t-4}$$

Answer

e2t+tan⁡t−$$4e^{2t+	an t-4}$$

Answer

(2−sec⁡2t)e2t+tan⁡t−4\left(2-\$$sec^2t$$\$$right)e^{2t+	an t-4}$$

Answer

−(2+sec⁡2t)e2t+tan⁡t−4-\left(2+\$$sec^2t$$\$$right)e^{2t+	an t-4}$$

Calculate the derivative of the function g(t)=e2t+tant−4g(t)=e^{2t+\(\tan\) t-4}.