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Re: If the productivity of a brigade increases by 10% with the addition of [#permalink]
This is the question from GMATClub test. The explanation from the solution of the question is excellent, but I want to know is there more than one way to solve this question.

On the GMATClub test the explanation is next:
B = 10-men brigade
p = increase in the productivity = 10%

Solution: B x p = B x 1.1 = 1.1B -------> the productivity of 11 men brigade
1.1B x p = 1.1B x 1.1 = 1.21B -----> the productivity of 12 men brigade

The ratio of the productivity of a 12-men brigade to that of a 10-men brigade = 1.21B/B = 1.21
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Re: If the productivity of a brigade increases by 10% with the addition of [#permalink]
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GK_Gmat wrote:
If the productivity of a brigade grows by 10% when the number of the workers in the brigade is increased by one, then which of the following is closest to the ratio of the productivity of a 12-person brigade to that of a 10-person brigade?

A. 0.21
B. 0.82
C. 1.20
D. 1.21
E. 1.44


We can let a 10-person brigade’s productivity be 100; thus, a 11-person brigade’s productivity will be 100 x 1.1 = 110, and a 12-person brigade’s productivity will be 110 x 1.1 = 121. Therefore, the ratio is 121/100 = 1.21.

Answer: D
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Re: If the productivity of a brigade increases by 10% with the addition of [#permalink]
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If the productivity of a brigade increases by 10% with the addition of each worker, which of the following is the ratio of the productivity of a 12-person brigade to a 10-person brigade?

A. 0.21
B. 0.82
C. 1.20
D. 1.21
E. 1.44


Let's assume the productivity of a 10-person brigade is 1. Then, the productivity of a 12-person brigade would be \(1.1*1.1 = 1.21\).

Therefore, the desired ratio is \(\frac{1.21}{1} = 1.21\).


Answer: D
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Re: If the productivity of a brigade increases by 10% with the addition of [#permalink]
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