Identify expression: Identify the expression to be simplified. The expression given is 21m^(2)÷7m. We need to simplify this expression by dividing the terms.Divide coefficients and variables: Divide the coefficients and the variables separately. Divide the numerical coefficients: 21÷7 = 3. Divide the variables: m^(2)÷m = m^(2-1) = m^(1) = m.Combine results: Combine the results of the division. The simplified form of the expression is 3m.

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$21 m^{2} \div 7 m$

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Math Problems

Algebra 2

Divide polynomials using long division

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21 m^{2} \div 7 m

Identify expression: Identify the expression to be simplified. $\newline$ The expression given is $21m^{2}\div7m$ . We need to simplify this expression by dividing the terms.
Divide coefficients and variables: Divide the coefficients and the variables separately. $\newline$ Divide the numerical coefficients: $21\div7 = 3$ . $\newline$ Divide the variables: $m^{2}\div m = m^{2-1} = m^{1} = m$ .
Combine results: Combine the results of the division. $\newline$ The simplified form of the expression is $3m$ .