75% of a number is 60.
Understand the Problem
The question is asking us to find a number such that 75% of it equals 60. To solve this, we can set up the equation 0.75 * x = 60, where x is the unknown number. Our goal will be to isolate x.
Answer
$80$
Answer for screen readers
The final answer is $80$.
Steps to Solve
- Set up the equation
We start with the given information and create the equation:
$$ 0.75 \cdot x = 60 $$
- Isolate x
To isolate $x$, we need to divide both sides of the equation by $0.75$:
$$ x = \frac{60}{0.75} $$
- Calculate the value of x
Now perform the calculation:
$$ x = 80 $$
The final answer is $80$.
More Information
This means that if you take 75% of 80, it will equal 60. This is a common problem when working with percentages and can be helpful in various real-life situations like budgeting or calculating discounts.
Tips
- Dividing incorrectly: Sometimes, people may forget to divide correctly or miscalculate the division. Always double-check arithmetic.
- Not converting percentages: Some may forget to convert percentage values to decimals, such as using 75 instead of 0.75.
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