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GMATPrepNow
Moe is 20% taller than Jane. If Moe is x inches tall, which of the following represents Jane's height in inches?

A) 4x/5
B) 5x/6
C) 2x/3
D) 5x/4
E) 6x/5

I created this question to highlight a common misconception that goes something like this:
If Moe is 20% taller then Jane, then Jane must be 20% shorter than Moe. If you have this misconception, then you will incorrectly choose A as your answer.
For more on this common misconception, read https://www.gmatprepnow.com/articles/co ... 93-part-ii

Moe is 20% taller than Jane.
Let J = Jane's height (in inches)
So, 1.2J = Moe's height

Moe is x inches tall.
We just learned that 1.2J = Moe's height
So, we can write: 1.2J = x
Since 1.2 = 6/5, we can rewrite the equation as follows: (6/5)J = x

Which of the following represents Jane's height in inches?
Solve the equation (6/5)J = x for J
Multiply both sides of the above equation by 5/6 to get: J = (5/6)(x)
Simplify: J = 5x/6

Answer: B

Cheers,
Brent
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GMATPrepNow
Moe is 20% taller than Jane. If Moe is x inches tall, which of the following represents Jane's height in inches?

A) 4x/5
B) 5x/6
C) 2x/3
D) 5x/4
E) 6x/5

Letting j = Jane’s height, we can create the equation:

x = 1.2j

x/1.2 = j

10x/12 = j

5x/6 = j

Answer: B
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Moe is 20% taller than Jane. If Moe is x inches tall, which of the following represents Jane's height in inches?

Moe(x) = \(\frac{120}{100}\) * Jane

=> Jane = \(\frac{(x * 100) }{ 120}\)

=> Jane = \(\frac{5x }{ 6}\)

Answer B
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BrentGMATPrepNow
Moe is 20% taller than Jane. If Moe is x inches tall, which of the following represents Jane's height in inches?

A) 4x/5
B) 5x/6
C) 2x/3
D) 5x/4
E) 6x/5

x = 120% of J

Or, \(x = \frac{120j}{100}\)

Or, \(\frac{100x}{120} = j\)

Or, \(j = \frac{5x}{6}\) , Answer must be (B)
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Moe is 20% taller than Jane. If Moe is x inches tall, which of the following represents Jane's height in inches?

Let Jane's height be y

Therefore, according to the given problem
=>x=1.2y=6y/5
=>y=5x/6

Hence B
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