Factorisation of -xyx - x + 3xy + 3 gives:

(xy-1)(3+x)

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(x+y)(3-xy)

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(xy+1)(3-x)

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(xy+1)(3+x)

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Solution

The correct option is C (xy+1)(3-x)

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Similar questions

- x^{2} y - x + 3 x y + 3

- x^{2} y - x + 3 x y + 3

Factorise : $- x^{2} y - x + 3 x y + 3$

Factorisation of $81 x^{3} - x y^{2}$ gives

- 15 x + 5 x^{3}

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