# How do you multiply fractions equations?

## How do you multiply fractions equations?

The method to multiply fractions is to multiply the numerators together, multiply the denominators together and then cancel down if necessary. The method to divide fractions is to keep the first fraction the same, turn the divide sign into a multiply and turn the second fraction upside down.

**How do you do algebra multiplication?**

Multiplication of Algebraic Expressions Examples:

- a*a = a²
- 2a*2b = (2*2)*(a*b) = 4ab.
- 6ab*3x = (6*3)*(ab*x) = 18abx.
- 5xy * 4x² * 2x³= (5*4*2)*{x(1+2+3) * y} = 40yx⁶
- 3x * (-5a²)(2b³) = (3 * 2) * (-5) * (x * a² * b³) = -15 x a² b³

### How do you simplify fractions step by step?

Here are the steps to follow:

- Write down the factors for the numerator and the denominator.
- Determine the largest factor that is common between the two.
- Divide the numerator and denominator by the greatest common factor.
- Write down the reduced fraction.

**How do you expand and simplify algebraic fractions?**

Multiply the numerator AND denominator of the first algebraic fraction by (x + 8). Multiply the numerator AND denominator of the second algebraic fraction by (2x + 9). Step 2: Subtract the numerators of the algebraic fractions. Simplify by expanding and collecting like terms.

#### How are algebraic expressions used in fraction form?

Algebraic fractions. Algebraic expressions in fraction form are rational. Methods of adding, subtracting, multiplying and dividing fractions plus expanding and factorising can be used to simplify rational expressions. Part of. Maths.

**Where do you find terms in an algebraic fraction?**

An algebraic fraction is exactly what it sounds like: a fraction where you’ll find terms involving algebra on the numerator (top) and/or the denominator (bottom).

## Which is the correct way to simplify algebraic fractions?

Step 1: Flip the second fraction upside down and change the \\div to a \imes Step 2: Cancel down the fraction if possible. When adding and subtracting fractions you always need to find a common denominator, this is the same for algebraic fractions. Example: Write \\dfrac {2} {x+2} + \\dfrac {3} {2x+1} as a single fraction.

**What are the activities for cracking the safe fractions?**

Four ‘Crack The Safe’ activities on fractions: adding/subtracting, multiplying/dividing, mixed numbers and fraction of an amount. Each contains six questions and 10 possible answers. The reason behind this is to allow students to check their own answers whilst the teacher can spend time with anyone who requires more help.