Solve IQ: Percentage Homework - Min Male Swimmers Using Tennis Courts

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In summary, the minimum possible percentage of total members who use the tennis court and are also male swimmers is 10%. This is determined by finding the minimum number of males who must be in the overlap of the Venn diagram, which is calculated to be 10% of the total number of members. A logical approach can also be used to arrive at the same result.
  • #1
doctorsaleem
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solve this iq questions

1)A health club has 600 members. 80% of them are males. 70% of the members use the swimming pool.60% of the members use the tennis courts.
What is the minimum possible percentage of the total members who
use the tennis courts and are also male swimmers?
a. 0%
b. 5%
c. 10%
d. 20%
e. 60%
 
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  • #2
Make a Venn-diiagram:
One circle for the swimmers, and one circle for the tennis -court players with an overlap.
You can easily make an exact number of people who are in the tennis court, swimming pool and both by find each percentage, adding them and subtracting the total amount of members. Now, the overlap has a value of 180, the swimming pool a value of 240, and the tennis court a value of 180. You want the minimum possible percentage of total members who use the tennis court and are also male swimmers. This means that you must find out how few it males it can be in the overlap. It is room for 240+180=420 outside the overlap, but there are 480 males. So at least 60 males MUST be in the overlap (with the women). The percentage 60 is of 600 is 10%.
 
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  • #3
absoultly 10%
 
  • #4
There's a straightforward logical approach that does not have to use venn diagrams. First, note that there are 360 members who play in Tennis Courts and 240 who don't, but 420 who swim. Hence there are at least 180 members who play in tennis courts and swim. Now there are 480 members who are men, but only 420 members who aren't either swimming or playing in tennis courts, or both, so out of the remaining 180 members, there must be at least 480 - 420 = 60 members who are men. Hence there are at least 60 members who are men, play in tennis courts and swim - 10%.
 
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What is "Solve IQ: Percentage Homework"?

"Solve IQ: Percentage Homework" is a scientific program that uses mathematical equations to solve complex problems related to percentages. It is designed to help students and professionals alike to improve their problem-solving skills and understanding of percentages.

What is the specific problem being addressed in "Solve IQ: Percentage Homework - Min Male Swimmers Using Tennis Courts"?

The specific problem being addressed is to calculate the minimum number of male swimmers that can use a given number of tennis courts, while also taking into account the percentage of overall swimmers who are male.

How does "Solve IQ: Percentage Homework" solve this problem?

"Solve IQ: Percentage Homework" uses a combination of mathematical equations and given data to determine the minimum number of male swimmers needed. It takes into account the percentage of male swimmers in the total pool of swimmers and divides the number of tennis courts accordingly to ensure that all male swimmers have a court to use.

Who can benefit from using "Solve IQ: Percentage Homework"?

Anyone who needs to solve problems related to percentages can benefit from using "Solve IQ: Percentage Homework". This includes students studying math or science, professionals in fields such as finance or engineering, and anyone who wants to improve their problem-solving skills.

Are there any limitations to "Solve IQ: Percentage Homework"?

As with any program, there may be limitations to "Solve IQ: Percentage Homework". It is important to carefully input accurate data and understand the concepts being used in order to obtain accurate results. Additionally, this program may not be able to solve all types of percentage-related problems.

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