Question

The hcf of x^3 and -yx^2 is

Answer 1

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☞ Their HCF is x³

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$\huge\sf\blue{Given}$

✭ HCF(x³ , -yx² )

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◈ HCF of the Numbers?

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HCF of a number or any variable is simply the product of the lowest power of the repeated factors.

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➝ $\sf x^3 = x \times x \times x$

➝ $\sf -yx^2 = -y \times x \times x$

So now,

≫ $\sf HCF(x^3,-yx^2) = x \times x$

≫ $\sf\orange{HCF(x^3 , -yx^2) = x^2 }$

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