What is expand sqrt(uy)(uy+y)dy ?

The solution to expand sqrt(uy)(uy+y)dy is sqrt(u)sqrt(y)dy(uy+y)

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expand sqrt(uy)(uy+y)dy

expand

u y (u y + y) d y

u y d y (u y + y)

Solution steps

u y (u y + y) d y

Apply radical rule:

ab = a b

u y = u y

= u y (u y + y) d y

4 x^{2 \circ} 3 x

(2 x^{3} y) \cdot (5 x y^{7})

4^{2 n + 2}

(3 b^{3}) (2 b^{4})

(2^{3 \cdot (2^{3})^{3}})^{- 4}

What is expand sqrt(uy)(uy+y)dy ?
The solution to expand sqrt(uy)(uy+y)dy is sqrt(u)sqrt(y)dy(uy+y)