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Evaluate the expression: 441 ÷ 686 × 686 ÷ 441

May 17, 2026Mathematics

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Answer

\text{1}

3 steps

Rewrite the expression using fractions.
$441 \div 686 \times 686 \div 441 = \frac{441}{686} \times \frac{686}{441}$
Multiply the fractions.
When multiplying fractions, multiply the numerators and the denominators.
$\frac{441}{686} \times \frac{686}{441} = \frac{441 \times 686}{686 \times 441}$
Simplify the expression.
Since the numerator and the denominator are the same, the fraction simplifies to 1.
$\frac{441 \times 686}{686 \times 441} = 1$
The final answer is $\text{1}$ .

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