One-fourth of a number exceeds one-fifth of its succeeding number by 3. Find thenumber.
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Given, one-fourth of a number exceeds one-fifth of its succeeding number by \(3\). Let the number be \(n\). So, the succeeding number of \(n\) is \(n+1\). Thus, the required number is \(64\).
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Answer:
1/5x - 1/4 = 3
1/5x = 3 + 1/4
1/5x = 13
x = 13 × 5= 65
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