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p and q are two positive integers and p/q = 7.15
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20 Apr 2018, 11:35
20 Apr 2018, 11:35
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Question Stats:
56% (01:12) correct
43% (01:06) wrong based on 53 sessions
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p and q are two positive integers and \(\frac{p}{q} = 7.15\)
Quantity A |
Quantity B |
q |
15 |
A) Quantity A is greater.
B) Quantity B is greater.
C) The two quantities are equal.
D) The relationship cannot be determined from the information given.
Re: p and q are two positive integers and p/q = 7.15
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20 Apr 2018, 20:40
20 Apr 2018, 20:40
2
Given: p and q are positive integers and p/q = 7.15 --> p = q * 7.15
For p to be an integer, we need to multiply 7.15 by a value of q (integer) that would give two zeroes at the end so that we get rid of the decimal point. We can do that by multiplying by 100, 60 or 20.
So the smallest value of q that would suffice is 20. Hence quantity A is bigger.
For p to be an integer, we need to multiply 7.15 by a value of q (integer) that would give two zeroes at the end so that we get rid of the decimal point. We can do that by multiplying by 100, 60 or 20.
So the smallest value of q that would suffice is 20. Hence quantity A is bigger.
Re: p and q are two positive integers and p/q = 7.15
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19 May 2021, 10:46
19 May 2021, 10:46
another way to solve problem....
