Question: If a small juice can contain 200 milliliters of juice, how many liters of juice are there in a case containing 48 small cans? (1 liter = 1,000 milliliters)

(A) 0.96
(B) 9.6
(C) 96
(D) 960
(E) 9,600

Answer:
Solution and Explanation:
Approach Solution 1:

To solve this GMAT problem-solving question, you must use the information given in the question. The problems in this group come from many different areas of mathematics. This one has a lot to do with units and measurements. The options are set up in a way that makes it hard to pick the best one. The candidates must know the right way to get the response they need. Only one of the five choices given is correct.

Given in the question of how many liters of juice are there in a case of 48 tiny cans if a small juice can hold 200 milliliters? 1,000 milliliters make up one liter.

1 can contains 200 milliliters.
48 cans will contain 48 *200 milliliters = 9600 milliliters.
1 liter = 1000 milliliters.
9600 milliliters = 9600/1000 L = 9.6 L .

The correct answer is B

Approach Solution 2:

To solve this GMAT problem-solving question, you must use the information given in the question. The problems in this group come from many different areas of mathematics. This one has a lot to do with units and measurements. The options are set up in a way that makes it hard to pick the best one. The candidates must know the right way to get the response they need. Only one of the five choices given is correct.

Given in the question of how many liters of juice are there in a case of 48 tiny cans if a small juice can hold 200 milliliters? 1,000 milliliters make up one liter.
Given - 200 millilitres of juice can be found in a little juice.
To calculate the number of juice litres (48 tiny juice cans).

The amount of juice in a small can is equal to 200 milliliters. The amount of juice in 48 small cans is equal to 48 * 200 milliliters, or 9600 milliliters.
As a result, choice B is the right response.

Approach Solution 3:

To solve this GMAT problem-solving question, you must use the information given in the question. The problems in this group come from many different areas of mathematics. This one has a lot to do with units and measurements. The options are set up in a way that makes it hard to pick the best one. The candidates must know the right way to get the response they need. Only one of the five choices given is correct.

Given in the question of how many liters of juice are there in a case of 48 tiny cans if a small juice can hold 200 milliliters? 1,000 milliliters make up one liter.

200 ml of juice is in each can.
There will be 9.6 liters in 48 cans
48 * 200 ml = 48 * 0.2 liters = 9.6L
The solution is option b.

“If a small juice can contain 200 milliliters of juice, how many liters" - is a topic of the GMAT Quantitative reasoning section of GMAT. This question has been borrowed from the book “GMAT Official Guide Quantitative Review”.

To understand GMAT Problem Solving questions, applicants must possess fundamental qualitative skills. Quant tests a candidate's aptitude in reasoning and mathematics. The GMAT Quantitative test's problem-solving phase consists of a question and a list of possible responses. By using mathematics to answer the question, the candidate must select the appropriate response. The problem-solving section of the GMAT Quant topic is made up of very complicated math problems that must be solved by using the right math facts.

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