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gjayachandra
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E. I agree with BDSundevil, this does not seem to be a 700 level question, might not even be a - 700. Eitherway it is still a good question to for practice
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gjayachandra
A certain company’s profit in 1996 was 15 percent greater than its profit in 1995, and its profit in 1997 was 20 percent greater than its profit in 1996. The company’s profit in 1997 was what percent greater than its profit in 1995?

A. 5%
B. 18%
C. 33%
D. 35%
E. 38%

Let $100 = the profits in 1995

The company’s profit in 1996 was 15 percent greater than its profit in 1995
If the 1995 profits were $100, then the 1996 profits are $115

The company’s profit in 1997 was 20 percent greater than its profit in 1996
If the 1996 profits were $115, then the 1997 profits = $115 + (20% of $115) = $115 + $23 = $138

The company’s profit in 1997 was what percent greater than its profit in 1995?
1995 profits = $100
1997 profits = $138

$138 is 38% greater than $100
Answer: E

Cheers,
Brent
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gjayachandra
A certain company’s profit in 1996 was 15 percent greater than its profit in 1995, and its profit in 1997 was 20 percent greater than its profit in 1996. The company’s profit in 1997 was what percent greater than its profit in 1995?

A. 5%
B. 18%
C. 33%
D. 35%
E. 38%
You can use successive percent increase formula here where
\(A = 15\)
\(B = 20\)

(\(A + B + \frac{AB}{100}\))%
(The percent sign and parentheses are the strict version. On this forum it is rarely written with the percent sign or parentheses.)

\(15 + 20 + \frac{300}{100}\)

\((15 + 20 + 3) = 38\)

\(38\)%

Answer E
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Hello from the GMAT Club BumpBot!

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