분수의 곱셈과 나눗셈Multiplying & Dividing Fractions · 문제집Worksheet

$\dfrac25 \times 3$을 계산하여라.

Compute $\dfrac25 \times 3$.

$\dfrac12 \times \dfrac13$을 계산하여라.

Compute $\dfrac12 \times \dfrac13$.

$\dfrac37 \times \dfrac25$를 계산하여라.

Compute $\dfrac37 \times \dfrac25$.

다음 수의 역수를 각각 구하여라.

(a) $\dfrac38$ (b) $5$ (c) $1\tfrac34$

Find the reciprocal of each number.

(a) $\dfrac38$ (b) $5$ (c) $1\tfrac34$

$\dfrac49 \times \dfrac38$을 곱하기 전에 약분해서 계산하여라.

Compute $\dfrac49 \times \dfrac38$, canceling before you multiply.

$\dfrac35 \div \dfrac{9}{10}$을 계산하여라.

Compute $\dfrac35 \div \dfrac{9}{10}$.

주스 $\dfrac{9}{10}$ L를 한 컵에 $\dfrac{3}{20}$ L씩 나누어 따르면 몇 컵이 나오는가?

Juice, $\dfrac{9}{10}$ L of it, is poured into cups of $\dfrac{3}{20}$ L each. How many cups does it fill?

리본 $\dfrac56$ m를 $10$명이 똑같이 나누어 가지면 한 사람 몫은 몇 m인가?

A ribbon $\dfrac56$ m long is shared equally among $10$ people. How much does each person get?

$\dfrac56 \times \dfrac{3}{10} \div \dfrac14$을 계산하여라.

Compute $\dfrac56 \times \dfrac{3}{10} \div \dfrac14$.

지호는 "곱셈을 하면 결과는 항상 원래 수보다 커진다"라고 주장한다. 반례를 들어 반박하고, 곱한 결과가 원래 수보다 커지는 경우와 작아지는 경우를 정리하여라.

Jiho claims that "multiplying always makes the result bigger than the original number." Refute the claim with a counterexample, then sort out when a product comes out bigger than the original and when it comes out smaller.

가로 $2\tfrac23$ m, 세로 $1\tfrac12$ m인 직사각형 화단의 넓이를 구하여라.

Find the area of a rectangular flower bed $2\tfrac23$ m wide and $1\tfrac12$ m tall.

어떤 수에 $\dfrac34$을 곱해야 할 것을 잘못하여 $\dfrac34$으로 나누었더니 $16$이 되었다. 바르게 계산한 값을 구하여라.

A number was supposed to be multiplied by $\dfrac34$, but was divided by $\dfrac34$ by mistake, giving $16$. Find the correct result.

다음을 계산하여라.

Compute