When you know a fraction of a number and need to find the whole, think in reverse. If a fraction like (\frac{a}{b}) of a number is given, the whole number is the amount that would be split into b equal parts, with a parts matching the known value.
You can also use one equation: [ \text{whole} = \text{known part} \times \frac{\text{denominator}}{\text{numerator}} ] So in the example, (18 \times \frac{4}{3} = 24).
Substitute your result back into the original fraction. If (\frac{3}{4}) of 24 is 18, your answer is correct.
If the division does not come out evenly, keep the answer exact and simplify it when needed.
© 2023-2026 AI MATH COACH