The problem asks us to determine which of the following signs makes the statement $\frac{45}{80} ? 67\%$ true: >, <, or =.

ArithmeticFractionsPercentagesComparisonsDecimal Conversion
2025/4/15

1. Problem Description

The problem asks us to determine which of the following signs makes the statement 4580?67%\frac{45}{80} ? 67\% true: >, <, or =.

2. Solution Steps

First, we convert the fraction 4580\frac{45}{80} to a decimal.
4580=916\frac{45}{80} = \frac{9}{16}
Now we divide 9 by
1

6. $\frac{9}{16} = 0.5625$

Next, we convert the decimal to a percentage by multiplying by
1
0

0. $0.5625 \times 100 = 56.25\%$

Now we compare 56.25%56.25\% to 67%67\%.
Since 56.25<6756.25 < 67, we know that 56.25%<67%56.25\% < 67\%.
Therefore, 4580<67%\frac{45}{80} < 67\%.

3. Final Answer

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