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A group of x people is practicing levitation yoga. One-fourth of the

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A group of x people is practicing levitation yoga. One-fourth of the  [#permalink]

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New post 15 Sep 2016, 04:01
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A
B
C
D
E

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Question Stats:

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Re: A group of x people is practicing levitation yoga. One-fourth of the  [#permalink]

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New post 15 Sep 2016, 04:51
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Since the question mentions "one-fourth", pick a number that's divisible by 4 e.g x=16

A 2/3 (16+3) = 2/3 (19) = that's not even an integer, since 19 is not divisible by 3.
B (3/4)(16+4) = (3/4) (20) = reduce the 20 with the 4 to get 3⋅5/1 = 15. That matches your goal, but you still need to check all 5.
C 3 (4⋅16+4) = Take 16 and multiply it times 4? already way greater than 15.
D 3 (16+4) = Again, much too big to equal 15.
E (3⋅16+4) = way too big.

B
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Re: A group of x people is practicing levitation yoga. One-fourth of the  [#permalink]

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New post 15 Sep 2016, 04:54
Bunuel wrote:
A group of x people is practicing levitation yoga. One-fourth of the people rise up in the air, and after a while, 3 of them come back down. How many people are now practicing yoga on the ground?

A. 2/3*(x+3)
B. (3/4)(x+4)
C. 3(4x+4)
D. 3(x+4)
E. 4(3x+4)


This is how I tried.

let x be the number of people, given 1/4(x) are in air ( they are saints ) 3/4(x) are on the ground ( normal people)

Lets take the number which is divisble by 4... let is be 20.

Now 1/4(x) = 1/4(20 ) = 5 in air and 3/4(20) = 15 and three members are on ground now ... Total 18 are on ground.

Sub the number x = 20 in option only B suits this i.e. 3/4(24) = 18.

IMO option B.

Let me know if I am missing anything.
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Re: A group of x people is practicing levitation yoga. One-fourth of the  [#permalink]

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New post 16 Sep 2016, 06:45
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one fourth rise up in the air => three fourth are on the ground.
Of those who rise up, 3 return back down.
Total on the ground is
\(\frac{3x}{4}\) + 3
= \(\frac{3}{4}\)\((x+4)\)
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Re: A group of x people is practicing levitation yoga. One-fourth of the  [#permalink]

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New post 16 Sep 2016, 07:01
Should be B?


Remaining would be 3/4 x + 3
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Re: A group of x people is practicing levitation yoga. One-fourth of the  [#permalink]

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New post 02 Aug 2017, 00:41
warriorguy wrote:
Should be B?


Remaining would be 3/4 x + 3


Yes it would be option B.
Just take 3/4 common and the expression becomes the same as mentioned in option B i.e. 3/4(x+4)
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A group of x people is practicing levitation yoga. One-fourth of the  [#permalink]

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New post 02 Aug 2017, 13:38
Bunuel wrote:
A group of x people is practicing levitation yoga. One-fourth of the people rise up in the air, and after a while, 3 of them come back down. How many people are now practicing yoga on the ground?

A. 2/3*(x+3)
B. (3/4)(x+4)
C. 3(4x+4)
D. 3(x+4)
E. 4(3x+4)

Bunuel , I am laughing too hard to begin to attempt to answer this question. Kudos and thanks for levity. Your and others' questions often contain enjoyable snark or creative wit. This one blew the top off my merriment chart. *gasp*
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Re: A group of x people is practicing levitation yoga. One-fourth of the  [#permalink]

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New post 02 Aug 2017, 16:52
as 1/4 people are up in the air 3/4*x are remaining on the ground plus the 3 people that came down later

total = 3*x/4 + 3 => 3/4(x+4)
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Re: A group of x people is practicing levitation yoga. One-fourth of the  [#permalink]

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New post 14 Feb 2019, 11:16
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Bunuel wrote:
A group of x people is practicing levitation yoga. One-fourth of the people rise up in the air, and after a while, 3 of them come back down. How many people are now practicing yoga on the ground?

A. 2/3*(x+3)
B. (3/4)(x+4)
C. 3(4x+4)
D. 3(x+4)
E. 4(3x+4)


One-fourth of the people rise up in the air
If 1/4 of the x people are in the AIR, the remaining 3/4 of the x people are on the GROUND
So, (3/4)x = number of people on the GROUND

After a while, 3 of them come back down.
So, the number of people on the GROUND is increased by 3

So, now (3/4)x + 3 = number of people on the GROUND

Check the answer choices . . . not there!
Or so it seems.

If we take answer choice B, (3/4)(x+4), and expand it, we get: (3/4)x + 3
PERFECT!

Answer: B

Cheers,
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Re: A group of x people is practicing levitation yoga. One-fourth of the  [#permalink]

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New post 14 Feb 2019, 11:35
Bunuel wrote:
A group of x people is practicing levitation yoga. One-fourth of the people rise up in the air, and after a while, 3 of them come back down. How many people are now practicing yoga on the ground?

A. 2/3*(x+3)
B. (3/4)(x+4)
C. 3(4x+4)
D. 3(x+4)
E. 4(3x+4)


Let x = 12

Now 1/4 of the people rise up in the air, will be 3,

9 on ground after that 3 came down, this makes the total as 12

Only B gives the value of 12 when we substitute back for x

12
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Re: A group of x people is practicing levitation yoga. One-fourth of the   [#permalink] 14 Feb 2019, 11:35
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