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## Homework Statement

Evaluate the following double integral by changing the order of integration:

∫(lower 0 and upper 1)∫ (lower √x and upper 1) sin(((y^3)+1)/2) dydx

**2. Homework Equations**

In case it's not clear from above! y is between √x and 1, and x is between 0 and 1.

I can do the integration parts of this but have no idea if I have worked out the new limits right!? Is it x between 0 and y^2 and y between 0 and 1?

Any advice on how to input equations into my posts would be helpful too!!!?

In case it's not clear from above! y is between √x and 1, and x is between 0 and 1.

## The Attempt at a Solution

I can do the integration parts of this but have no idea if I have worked out the new limits right!? Is it x between 0 and y^2 and y between 0 and 1?

Any advice on how to input equations into my posts would be helpful too!!!?