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    • Definition of Multiplying Fractions
    • Representing Multiplication of Fractions Using Models
    • Multiplying Fractions as Repeated Addition
    • Properties of Multiplying Fractions
    • Solved Examples

    By multiplying fractions we mean the product of a fraction with another number or a fraction. The product of such multiplication could be a fraction or a whole. Steps to Multiply Fractions 1. Fraction by Fraction Follow these steps to multiply two fractions (either proper or improper): STEP 1: Multiply the numerators STEP 2: Multiply the denominato...

    Let’s represent the product: 25×34; using models. Finding 25×34 is equivalent to finding 25of34. That is, we will first show three-fourths and then shade two-fifths of it. Step 1: Divide a rectangle into 4 equal parts and shade 3 parts red to represent 34. Step 2: Next, divide each box into 5 equal parts. Step 3: Shade 2 parts green in each of the ...

    Imagine having 5 slices of a watermelon where each slice represents one-fourth of the watermelon. What fraction of the watermelon do these slices represent? We have 5 slices of one-fourth of a watermelon. This means we have 5 × 14of a watermelon. Now, to find 5 × 14 we can add 14 repeatedly for 5 times. That is, 5 × 14=14+14+14+14+14=1+1+1+1+14=54=...

    When you multiply two fractions, the product of their numerators becomes the numerator of the final product, whereas the product of the denominators becomes the denominator of the final product.

    Example 1: Solve: 46×32(Multiplying Two Fractions) Solution: 46×32=4×36×2=1212= 1 Example 2: Solve: 12×34(Multiplying Whole Number with Fraction) Solution: 12×34=12×34=364=9 Example 3: Solve: 512×214(Multiplying Two Mixed Numbers) Solution: 512×214=(2×5)+12+(2×4)+14=112×94=998=1238 Example 4:A group of 3 friends equally divided a pizza among themse...

  1. Step 2: Next we multiply the 4 by the next number across, which is 2 (or 20, because it is in the tens column). Write your answer underneath in the tens column: We write 8 in the tens column (4 times 2 tens) and zero in the units column (4 times 2 tens is the same as 4 × 20 = 80).

  2. Apr 13, 2021 · Now there's one more thing to add: often you will have to simplify the answer (as in this case, which turns it into 1/3), and there's a way to make that easier. What we do is to simplify before we actually multiply. Just notice that when I wrote out the multiplied fraction above, 2 * 1. -----. 3 * 2.

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  4. May 28, 2023 · Multiply, and write the answer in simplified form: − 9 20 · 5 12. − 9 20 · 5 12. When multiplying a fraction by an integer, it may be helpful to write the integer as a fraction. Any integer, a , a , can be written as a 1 . a 1 .

  5. Feb 11, 2021 · \(- \dfrac{14}{15} \cdot \dfrac{20}{21}\) Determine the sign of the product; multiply. \(- \dfrac{14}{15} \cdot \dfrac{20}{21}\) Are there any common factors in the numerator and the denominator? We know that 7 is a factor of 14 and 21, and 5 is a factor of 20 and 15. Rewrite showing common factors.

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