Question: To be considered for “movie of the year,” a film must appear in at least 1/4 of the top-10-movies lists submitted by the Cinematic Academy’s 765 members. What is the smallest number of top-10 lists a film can appear on and still be considered for “movie of the year”?

1. 191
2. 192
3. 193
4. 212
5. 213

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 algebra
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 that a movie must be included in at least one-fourth of the top-10 lists of movies that the Cinematic Academy's 765 members have submitted in order for it to be eligible for "movie of the year." How many top-10 lists must a movie appear on to be eligible for "movie of the year" status?
Given that there were a total of 765 movies submitted.
Now we need the movie to come in the top 10 list at least ¼ of the time.
¼ of 765 = 191.25
There should be at least 192 top 10 lists so that the film can be considered “movie of the year."
B is the correct answer.

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 algebra
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 that a movie must be included in at least one-fourth of the top-10 lists of movies that the Cinematic Academy's 765 members have submitted in order for it to be eligible for "movie of the year." How many top-10 lists must a movie appear on to be eligible for "movie of the year" status.
We have 765 movies submitted for the award.
Now we need the movie to come in the top 10 list at least ¼ of the time.
Let the total number of top 10 lists made be x
We have 4x = 765
X = 765 / 4 = 191.25
X = 192 (rounding off)
B is the correct answer.

Approach Solution 3:
You must use the data provided in the question to resolve this GMAT problem-solving issue. These issues span a wide range of mathematical disciplines. This one involves math a lot.
It's challenging to choose the best option because of how the options are presented. The candidates must understand the proper procedure to obtain the necessary response. Out of the five options provided, only one is accurate.
Given that to qualify for "movie of the year," a film must appear on at least one-fourth of the top-10 lists of films that the Cinematic Academy's 765 members have provided. How many top-10 lists must a film be included in order to qualify as "movie of the year."
765 films have been nominated for the award.
Now, the film must appear in the top 10 list at least one-fourth of the time.
Suppose there were x top ten lists created overall.
To date, 4x = 765
X = 765 / 4 = 191.25
The value of x has to be a whole number
Hence we have to take 192 as x
The correct response is B.

“To be considered for “movie of the year,” a film must appear in at lea" - 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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