Which expression is equivalent to the expression below? p+p+p+p+q+q+q 7 4p+3q p^(4)q^(3) (p)/(4)+(q)/(3)

Analyze Expression: Analyze the given expression. The given expression is p+p+p+p+q+q+q. We can group like terms to simplify the expression.Group Like Terms: Group like terms. Grouping the p terms together and the q terms together, we get: (p+p+p+p) + (q+q+q)Simplify Grouped Terms: Simplify the grouped terms. There are four p's and three q's, so we can write this as: 4p + 3qCompare with Options: Compare the simplified expression with the options. The simplified expression 4p + 3q matches one of the given options.

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Which expression is equivalent to the expression below?

p+p+p+p+q+q+q
7

4p+3q

p^(4)q^(3)

(p)/(4)+(q)/(3)

Which expression is equivalent to the expression below? $\newline$ $p+p+p+p+q+q+q$ $\newline$ $7$ $\newline$ $4 p+3 q$ $\newline$ $p^{4} q^{3}$ $\newline$ $\frac{p}{4}+\frac{q}{3}$

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Math Problems

Algebra 1

Multiplication with rational exponents

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Q. Which expression is equivalent to the expression below?

\newline

p+p+p+p+q+q+q

\newline

7

\newline

4 p+3 q

\newline

p^{4} q^{3}

\newline

\frac{p}{4}+\frac{q}{3}

Analyze Expression: Analyze the given expression. $\newline$ The given expression is $p+p+p+p+q+q+q$ . $\newline$ We can group like terms to simplify the expression.
Group Like Terms: Group like terms. $\newline$ Grouping the $p$ terms together and the $q$ terms together, we get: $\newline$ $(p+p+p+p) + (q+q+q)$
Simplify Grouped Terms: Simplify the grouped terms. $\newline$ There are four p's and three q's, so we can write this as: $\newline$ $4p + 3q$
Compare with Options: Compare the simplified expression with the options. $\newline$ The simplified expression $4p + 3q$ matches one of the given options.