Dividing fractions might seem hard at first, but it's actually pretty simple once you know how. Here’s an easy way to do it:
Flip the Second Fraction: When you're dividing by a fraction, turn that fraction upside down. This is called the reciprocal. For example, if you have (1/2), it becomes (2/1).
Change the Operation: Now, instead of dividing, you will multiply by this flipped fraction.
Multiply Across: Multiply the top numbers (numerators) together and the bottom numbers (denominators) together. For example, if you are dividing (1/2 \div 3/4), you flip (3/4) to get (4/3) and then multiply:
[ 1/2 \times 4/3 = 4/6 ]
Simplify if Necessary: If you can, make your answer simpler. Here, (4/6) can be simplified to (2/3).
And that's all there is to it! Pretty easy, right?
Dividing fractions might seem hard at first, but it's actually pretty simple once you know how. Here’s an easy way to do it:
Flip the Second Fraction: When you're dividing by a fraction, turn that fraction upside down. This is called the reciprocal. For example, if you have (1/2), it becomes (2/1).
Change the Operation: Now, instead of dividing, you will multiply by this flipped fraction.
Multiply Across: Multiply the top numbers (numerators) together and the bottom numbers (denominators) together. For example, if you are dividing (1/2 \div 3/4), you flip (3/4) to get (4/3) and then multiply:
[ 1/2 \times 4/3 = 4/6 ]
Simplify if Necessary: If you can, make your answer simpler. Here, (4/6) can be simplified to (2/3).
And that's all there is to it! Pretty easy, right?