The derivative of sin(x) with respect to x is: — Physics | Mockzy | Mockzy

EasyPhysicsdifferentiation

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The derivative of sin(x) with respect to x is:

A

cos(x)

B

-cos(x)

C

sin(x)

D

-sin(x)

If A = 3î + 4ĵ, the magnitude of vector A is:

For the function y = eˣ, the value of dy/dx is:

More from differentiation

The second derivative d²x/dt² represents which physical quantity (x = displacement, t = time)?

If y = uv (product of two functions), then dy/dx by product rule is:

For the function y = eˣ, the value of dy/dx is:

If y = xⁿ, then dy/dx is:

If y = sinx & x = 3t then will be:

Using integration, the work done by a variable force F = kx from x=0 to x=d is:

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