PRACTICE QUESTION AND Assi INMENT # 2 Direition: Find each Derivatives (Use any mthed. tanx O y= (sinx) yisa fn qt hanx ANS.

Q: Determine f sin x sin(cos x) dx

A: We have to solve the problem

Q: 5. Simplify. tanx (cscx - sin x)

A: The given expression is tanxcscx-sinx. We have to simplify the given expression. Here we use the…

Q: Find if sin x + 1 = cos y dx2

A:

Q: Find the derivative of each function. a) f(x) = Vx2 +1

A: take derivative

Q: sec(-x) sin?x sinx X %3D

A:

Q: Find the derivative of each function. a) f(x) : b) y = tan(sin(2x))

A: take derivatrive as we know,  so we can write

Q: se*cosx dx e-sinx

A: Let sinx = u then cosxdx = du

Q: what properties does the function y=2-sin3x

A:

Q: Subject 2/ Pind the derivatine o f the followiny 2x +tanx

A: Derivative of the function

Q: The derivatives of sin- 1 x and cos- 1 x are negatives of each other.

A: From the question it's not clear, what do you want us to do with it. I assume that you want to know…

Q: A baseball is "popped" straight up by a batter. The height of the ball above the ground is given by…

A:

Q: sinx dx = cscx+cotx

A:

Q: Cosx dx H sin?x sin x 2.

A:

Q: y = sin x cos6x x CO

A: Introduction :

Q: ef sec Evaluate sec xr tan3 rdr

A: