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# Kaplan Math Question

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Intern
Joined: 18 Sep 2010
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10 Aug 2011, 11:13
In the Kaplan GMAT math workbook 6th edition:

Chapter 5 page 281.

If 1 tic equals 3 tacs and 2 tacs equal 5 tocs, what is the ratio of one tic to one toc?

I can only think of one answer 2/15, but apparently that is not correct.

Thanks
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Manager
Joined: 06 Jul 2011
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Schools: Columbia
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10 Aug 2011, 11:23
believer wrote:
In the Kaplan GMAT math workbook 6th edition:

Chapter 5 page 281.

If 1 tic equals 3 tacs and 2 tacs equal 5 tocs, what is the ratio of one tic to one toc?

I can only think of one answer 2/15, but apparently that is not correct.

Thanks

1 Tic = 3 Tacs
2 Tacs = 5 Tocs
1 Tic = 3/2 * 5 Tocs = 15/2 Tocs
Tic : Toc
15/2 : 1
= (15/2)/1
= 15/2 = 7.5

You were solving for the ratio of 1 toc to 1 tic which is not what the question is asking you.
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10 Aug 2011, 11:33
This is what I did:

Tic Tac Toc
1 : 3 mulitply by 2

2 : 5 multiply by 3
New Ratio
2 : 6

6 : 15

Making tic to toc 2/15- Does this not work?
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10 Aug 2011, 12:00
believer wrote:
This is what I did:

Tic Tac Toc
1 : 3 mulitply by 2

2 : 5 multiply by 3
New Ratio
2 : 6

6 : 15

Making tic to toc 2/15- Does this not work?

If 1 tic is 3 tacs (1 tic = 3 tacs) how can tic be smaller than tac as implied by your proportion of tic to tac as 1:3??? You got the translate english into math part of the question wrong. Try to write down everything you read into equation.

1 tic is 3 times tac means 1 Tic = 3 Tac so ratio of Tic to Tac is 3:1 not 1:3.
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22 Mar 2013, 07:59
Proportions can also be read like payouts in bets. For example, a 2 to 1 bet on a horserace can be seen as 2/1. This means that if you put in 1 dollar and you win, you get 2 dollars (or 2 times your bet) plus your initial stake (3 dollars total). In this case, you know the payout of 1 tic is greater than 1 toc. Draw out the proportions to see 1 tic is 7.5 times 1 toc, or for to see it a different way 15 to 2. If the answer were 2/15 that means a toc is larger than a tic which is not true. It took a while for me to differentiate between conversion problems and proportion problems. Step back and ask yourself what the question is asking and does my final answer make sense. Also to save time, my book only has 2 answers that have the numerater (tic) greater than the denominator (toc). With process of elimination you have a 50% shot of getting this problem correct. Choose (A) 15/2 as opposed to (B) 6/5. The spread between 6/5 is too close so 15/2 is the better choice.
Re: Kaplan Math Question   [#permalink] 22 Mar 2013, 07:59
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# Kaplan Math Question

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