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You are here: Home / Polynomial / Question 48: Multiply \(\begin{array}{l} \left( {{x^2}{y^3} + x{y^2} – xy + x} \right).x{y ^2} \end{array} \) we get:

Question 48: Multiply \(\begin{array}{l} \left( {{x^2}{y^3} + x{y^2} – xy + x} \right).x{y ^2} \end{array} \) we get:

04/01/2022 //  by admin//  Leave a Comment

Question 48: Multiply \(\begin{array}{l} \left( {{x^2}{y^3} + x{y^2} – xy + x} \right).x{y ^2} \end{array} \) we get:





\(\begin{array}{l} \left( {{x^2}{y^3} + x{y^2} – xy + x} \right).x{y^2}\\ = { x^2}{y^3}.x{y^2} + x{y^2}.x{y^2} – xy.x{y^2} + xx{y^2}\\ = { x^3}{y^5} + {x^2}{y^4} – {x^2}{y^3} + {x^2}{y^2} \end{array} \)

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Category: PolynomialTag: Multiply polynomials

Previous Post: « Question 47: Find x, y, z know: \({x \over {10}} = {y \over 5};\,\,{y \over 2} = {z \over 3}\) and x + 4z = 320.
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