What is expand (2X-1)/((X-1)(X-2)(2X-3)DX) ?

The solution to expand (2X-1)/((X-1)(X-2)(2X-3)DX) is (2X-1)/(2DX^4-9DX^3+13DX^2-6DX)

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expand (2X-1)/((X-1)(X-2)(2X-3)DX)

expand

\frac{2 X - 1}{( X - 1 ) ( X - 2 ) ( 2 X - 3 ) D X}

\frac{2 X - 1}{2 D X ^{4} - 9 D X ^{3} + 13 D X ^{2} - 6 D X}

Solution steps

\frac{2 X - 1}{( X - 1 ) ( X - 2 ) ( 2 X - 3 ) D X}

Expand

(X - 1) (X - 2) (2 X - 3) D X : 2 D X^{4} - 9 D X^{3} + 13 D X^{2} - 6 D X

= \frac{2 X - 1}{2 D X ^{4} - 9 D X ^{3} + 13 D X ^{2} - 6 D X}

(e^{x} + 1)^{5}

(\frac{40 - 3 x}{4})^{2}

- \frac{2}{s ^{2} ( s - 2 )}

x \cdot (ln ∣ x ∣ + 1)

100000 (1 + sin (\frac{2 π ( t - 60 )}{365}))

What is expand (2X-1)/((X-1)(X-2)(2X-3)DX) ?
The solution to expand (2X-1)/((X-1)(X-2)(2X-3)DX) is (2X-1)/(2DX^4-9DX^3+13DX^2-6DX)