Question:

If 20% of x = y, then y% of 20 is same as

Updated On: Oct 4, 2024
  • 10% of x
  • 20% of x
  • 15% of x
  • 4% of x
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The Correct Option is D

Solution and Explanation

To solve this problem, let's start with the given equation:
20% of x=y 20\% \text{ of } x = y
This can be written as:
0.2x=y 0.2x = y
Now, we need to find y% of 20 y\% \text{ of } 20 . This can be expressed as:
y100×20 \frac{y}{100} \times 20
Substitute y=0.2x y = 0.2x into the equation:
0.2x100×20 \frac{0.2x}{100} \times 20
Simplify the expression:
0.2x×20100=4x100=0.04x \frac{0.2x \times 20}{100} = \frac{4x}{100} = 0.04x
So, y% of 20 y\% \text{ of } 20 is the same as:
Answer: D (4% of x)
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