- #1
gr3g1
- 71
- 0
Hi,
sin^3x is thhe same as (sinx)^3
So, I use thhe chain rule and get
3(sinx)^2 * cosx
is this corrent?
sin^3x is thhe same as (sinx)^3
So, I use thhe chain rule and get
3(sinx)^2 * cosx
is this corrent?
The derivative of sin^3x is 3(sinx)^2 * cosx.
To find the derivative of sin^3x, use the chain rule and the power rule. First, rewrite sin^3x as (sinx)^3. Then, take the derivative of (sinx)^3 using the power rule, which gives 3(sinx)^2. Finally, multiply by the derivative of the inner function, which is cosx, to get 3(sinx)^2 * cosx.
Yes, the derivative of sin^3x is equal to 3(sinx)^2 * cosx.
Yes, the derivative of sin^3x can be simplified to 3sinx - 3sin^3x.
Yes, the derivative of sin^3x can also be written as 3sinx - sin3x or 3sinxcos^2x.