If a/b = 1/3, b/c = 1/2, c/d = 6/7,e/f = 14/9 and d/e = 7/2 and, then what is the value of abc/def ?
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its answer is one ratio one
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Given,
a/b = 1/3
b/c = 1/2
c/d = 6/7
e/f = 14/9
d/e = 7/2
We have,
a/b*b/c*c/d = a/d
a/d = 1/3*1/2*6/7
{From given}
= 1/7.... (1)
Again,
b/c*c/d*d/e = b/e
b/e = 1/2*6/7*7/2
{from given}
= 6/4
= 3/2 .... (2)
And,
c/d*d/e*e/f = c/f
c/f = 6/7*7/2*14/9
{from given}
= 14/3 .... (3)
Multiplying (1),(2) and (3)
(a*b*c)/(d*e*f) = 1/7*3/2*14/3
= 1
In these questions, we just have to derive the required expression by proper use of given expressions.
Always try to use different combinations possible so as to get a better idea f the question.
a/b = 1/3
b/c = 1/2
c/d = 6/7
e/f = 14/9
d/e = 7/2
We have,
a/b*b/c*c/d = a/d
a/d = 1/3*1/2*6/7
{From given}
= 1/7.... (1)
Again,
b/c*c/d*d/e = b/e
b/e = 1/2*6/7*7/2
{from given}
= 6/4
= 3/2 .... (2)
And,
c/d*d/e*e/f = c/f
c/f = 6/7*7/2*14/9
{from given}
= 14/3 .... (3)
Multiplying (1),(2) and (3)
(a*b*c)/(d*e*f) = 1/7*3/2*14/3
= 1
In these questions, we just have to derive the required expression by proper use of given expressions.
Always try to use different combinations possible so as to get a better idea f the question.
Anonymous:
Cool bhaiya cool..
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