When you multiply two fractions, what is the process used?

When you multiply two fractions, what is the process used?

• A. Add the numerators and denominators
• B. Multiply the numerators and then the denominators
• C. Multiply the denominators first
• D. Divide the numerators

Answer: (B)

When multiplying two fractions, the correct process involves multiplying the numerators together to form the new numerator and multiplying the denominators together to form the new denominator. This means that if you have two fractions, for example, a/b and c/d, the product is calculated as (a * c) / (b * d). By doing this, you are maintaining the proportional relationship of the fractions, allowing you to find the equivalent fraction that represents the combined value of the two fractions being multiplied. The multiplication of the numerators creates the new top part of the fraction, while the multiplication of the denominators creates the new bottom part. This method reflects the fundamental property of how fractions function in relation to multiplication.

When multiplying two fractions, the correct process involves multiplying the numerators together to form the new numerator and multiplying the denominators together to form the new denominator.

This means that if you have two fractions, for example, a/b and c/d, the product is calculated as (a * c) / (b * d). By doing this, you are maintaining the proportional relationship of the fractions, allowing you to find the equivalent fraction that represents the combined value of the two fractions being multiplied.

The multiplication of the numerators creates the new top part of the fraction, while the multiplication of the denominators creates the new bottom part. This method reflects the fundamental property of how fractions function in relation to multiplication.