- #1
fiziksfun
- 78
- 0
i need help taking this integral
[tex]\int[/tex] 9sin[tex]\sqrt{t+1}[/tex]
help please! i don't even know where to start :[
[tex]\int[/tex] 9sin[tex]\sqrt{t+1}[/tex]
help please! i don't even know where to start :[
The formula for integration by parts is ∫u dv = uv - ∫v du, where u is the first function and dv is the differential of the second function.
When using integration by parts, the function u should be a function that becomes simpler when differentiated, while dv should be a function that becomes easier to integrate when differentiated.
The purpose of using integration by parts is to simplify the integration of a product of two functions by breaking it down into simpler components.
Yes, there are a few guidelines to follow when using integration by parts. These include choosing u and dv strategically, using the formula correctly, and considering the choice of u and dv to be final (no switching back and forth).
Yes, integration by parts can be used for definite integrals. The formula remains the same, but the limits of integration must also be applied to each term in the equation.