Letβs make multiplying and dividing fractions and mixed numbers easy to understand! π
Multiplying Fractions:
Multiply the Top Numbers: Start by taking the top numbers (these are called numerators) and multiply them together.
Multiply the Bottom Numbers: Next, multiply the bottom numbers (these are called denominators).
Simplify: If you can, make the fraction smaller or simpler!
Example: If you have , it turns into !
Dividing Fractions:
Flip the Second Fraction: This means you turn the second fraction upside down. This is called finding the reciprocal.
Multiply: Now use the same steps as for multiplying fractions.
Example: For , you change it to , which equals !
Working with Mixed Numbers:
Change to Improper Fractions: To work with mixed numbers (like ), turn them into improper fractions (like ).
Follow the Same Steps for Multiplication or Division!
Use these easy methods, and youβll see how well you can do! π
Letβs make multiplying and dividing fractions and mixed numbers easy to understand! π
Multiplying Fractions:
Multiply the Top Numbers: Start by taking the top numbers (these are called numerators) and multiply them together.
Multiply the Bottom Numbers: Next, multiply the bottom numbers (these are called denominators).
Simplify: If you can, make the fraction smaller or simpler!
Example: If you have , it turns into !
Dividing Fractions:
Flip the Second Fraction: This means you turn the second fraction upside down. This is called finding the reciprocal.
Multiply: Now use the same steps as for multiplying fractions.
Example: For , you change it to , which equals !
Working with Mixed Numbers:
Change to Improper Fractions: To work with mixed numbers (like ), turn them into improper fractions (like ).
Follow the Same Steps for Multiplication or Division!
Use these easy methods, and youβll see how well you can do! π