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PareshGmat
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The number of sailors on a ship is 88% more 19 Aug 2014, 20:41
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C
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!

Difficulty:

5% (low)

Question Stats:

89% (01:09) correct 11% (01:28) wrong based on 155 sessions

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The number of sailors on a ship is 88% more than the number of officers. The ratio of sailors to officers would be

A: 33:25

B: 47:20

C: 47:25

D: 22:25

E: 97:50

Source: CMAT Preparation
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C
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The number of sailors on a ship is 88% more 19 Aug 2014, 22:41
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Sailor = 1/88 * Officer
Sailor/Officer = 1.88/1 = 188/100 = 47/25

Answer will be C

hope it helps!
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The number of sailors on a ship is 88% more 27 May 2017, 10:26
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PareshGmat
The number of sailors on a ship is 88% more than the number of officers. The ratio of sailors to officers would be

A: 33:25

B: 47:20

C: 47:25

D: 22:25

E: 97:50

Source: CMAT Preparation
Show more

Let number of officers be = 100
Number of sailors is 88% more than the number of officers = 188% of 100 = \(\frac{188}{100}\) x 100 = 188

Ratio of sailors to officers = \(\frac{188}{100}\) = \(\frac{47}{25}\) = 47:25
Answer C...
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The number of sailors on a ship is 88% more 26 Jul 2017, 09:08
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Let number of officers = a

From stem sailors = \((1 + \frac{88}{100})*a = \frac{47}{25}*a\)

Hence - Sailors : Officers = 47:25

Answer choice C
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The number of sailors on a ship is 88% more 26 Jul 2017, 09:17
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PareshGmat
The number of sailors on a ship is 88% more than the number of officers. The ratio of sailors to officers would be

A: 33:25

B: 47:20

C: 47:25

D: 22:25

E: 97:50

Source: CMAT Preparation
Show more



    • The above information can be easily written as –

      o Number of Sailors \(= (1 + \frac{88}{100})\)* Number of Officers

      o Number of Sailors \(= \frac{47}{25}\) * Number of Officers

      o Number of Sailors: Number of Officers \(= 47: 25\)

    • Thus, the correct answer is Option C.



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The number of sailors on a ship is 88% more 23 Sep 2024, 18:22
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