What is the product of $(m - n)$ and 6 $m^{3}$ $n^{2}$ ?

m^{4}

n^{3}

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m^{4}

n^{3}

-

m^{3}

n^{4}

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m^{4}

n^{2}

-

m^{2}

n^{4}

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m^{4}

n^{2}

-

m^{3}

n^{3}

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Solution

The correct option is D 6 $m^{4}$ $n^{2}$ $-$ 6 $m^{3}$ $n^{3}$
Using distributive property,

$(m - n)$ $(6 m^{3} - n^{2}$ )
= 6 $m^{4}$ $n^{2}$ $-$ 6 $m^{3}$ $n^{3}$

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What is the product of (m−n) and 6m3n2?

The correct option is D 6m4n2 − 6m3n3Using distributive property, (m−n) (6m3−n2) = 6m4n2 − 6m3n3

What is the product of $(m - n)$ and 6 $m^{3}$ $n^{2}$ ?

The correct option is D 6 $m^{4}$ $n^{2}$ $-$ 6 $m^{3}$ $n^{3}$
Using distributive property,

$(m - n)$ $(6 m^{3} - n^{2}$ )
= 6 $m^{4}$ $n^{2}$ $-$ 6 $m^{3}$ $n^{3}$