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If A is 25% less than B, then what will be the value of (2B - A)/A ?
- a)5/4
- b)3/2
- c)3/4
- d)5/3
Correct answer is option 'D'. Can you explain this answer?
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If A is 25% less than B, then what will be the value of (2B - A)/A ?a)...
To find the value of (2B - A)/A, we need to first determine the values of A and B.
Given that A is 25% less than B, we can express this as:
A = B - 0.25B
Simplifying, we get:
A = 0.75B
Now, let's substitute this value of A into the expression (2B - A)/A:
(2B - A)/A = (2B - 0.75B)/(0.75B)
Simplifying further:
(2B - A)/A = (1.25B)/(0.75B)
(2B - A)/A = 1.67
So, the value of (2B - A)/A is 1.67.
However, none of the given options match this value. Therefore, the correct answer is none of the options provided.
Given that A is 25% less than B, we can express this as:
A = B - 0.25B
Simplifying, we get:
A = 0.75B
Now, let's substitute this value of A into the expression (2B - A)/A:
(2B - A)/A = (2B - 0.75B)/(0.75B)
Simplifying further:
(2B - A)/A = (1.25B)/(0.75B)
(2B - A)/A = 1.67
So, the value of (2B - A)/A is 1.67.
However, none of the given options match this value. Therefore, the correct answer is none of the options provided.
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