Given 3y× 2y^3 Rearranging the terms by first rewriting the constant terms 3y× 2y^3=3×2× y× y^3 Adding the exponents of the same unknown variables, we get, 3×2× ...

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3y× 2y3 equal...

Question

$3 y \times 2 y^{3}$ equals

6 y^{3}

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5 y^{4}

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6 y^{4}

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Solution

The correct option is C $6 y^{4}$
Given $3 y \times 2 y^{3}$
Rearranging the terms by first rewriting the constant terms
$3 y \times 2 y^{3} = 3 \times 2 \times y \times y^{3}$
Adding the exponents of the same unknown variables, we get,
$3 \times 2 \times y \times y^{3} = 6 \times y^{(1 + 3)} = 6 y^{4}$
$∴$ Answer = $6 y^{4}$

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3y×2y3 equals

The correct option is C 6y4Given 3y×2y3 Rearranging the terms by first rewriting the constant terms 3y×2y3=3×2×y×y3 Adding the exponents of the same unknown variables, we get, 3×2×y×y3=6×y(1+3)=6y4 ∴ Answer = 6y4

$3 y \times 2 y^{3}$ equals