CA Foundation Exam > CA Foundation Questions > If p/q = r/s = 2.5/1.5, the value of ps:qr is...
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If p/q = r/s = 2.5/1.5, the value of ps:qr is
- a)3/5
- b)1
- c)5/3
- d)none of these
Correct answer is option 'B'. Can you explain this answer?
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Verified Answer
If p/q = r/s = 2.5/1.5, the value of ps:qr isa)3/5b)1c)5/3d)none of th...
Answer is b) 1:1
Solution:
p/q = r/s = 2.5/1.5 = 5/3
Now, ps:qr = ps/qr = 5 x 3/3 x 5 = 1:1
Most Upvoted Answer
If p/q = r/s = 2.5/1.5, the value of ps:qr isa)3/5b)1c)5/3d)none of th...
Given,
p/q = r/s = 2.5/1.5
We can assume that,
p = 2.5k
q = 1.5k
r = 2.5m
s = 1.5m
where k and m are any two constants.
Now, we can find the value of ps/qr as follows:
ps/qr = (2.5k)(1.5m)/(1.5k)(2.5m)
ps/qr = (2.5/1.5)(k/m)
ps/qr = (5/3)(k/m)
Since k and m are arbitrary constants, we can simplify the expression further by assuming k = 3 and m = 5. This gives us:
ps/qr = (5/3)(3/5)
ps/qr = 1
Therefore, the value of ps:qr is 1:1. Hence, option B is the correct answer.
p/q = r/s = 2.5/1.5
We can assume that,
p = 2.5k
q = 1.5k
r = 2.5m
s = 1.5m
where k and m are any two constants.
Now, we can find the value of ps/qr as follows:
ps/qr = (2.5k)(1.5m)/(1.5k)(2.5m)
ps/qr = (2.5/1.5)(k/m)
ps/qr = (5/3)(k/m)
Since k and m are arbitrary constants, we can simplify the expression further by assuming k = 3 and m = 5. This gives us:
ps/qr = (5/3)(3/5)
ps/qr = 1
Therefore, the value of ps:qr is 1:1. Hence, option B is the correct answer.
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