B + 60% of A = 175% pf B -> 60% of A = 75% of B. i.e. 0.6A = 0.75B A/B = 5/4 Apparently it seems that A is bigger, but if you consider A and B to be negative the opposite would be true. Hence, Correct Answer = Either Option ( A ) or Option ( B ) can be true depending upon the values of A and B.
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When 40% of a number A is added to another number B, B becomes 125% of is previous value. Then which of the following is true regarding the values of A and B? (a) A > B (b) B > A (c) B =A (d) Either (a) or (b) can be true depending upon the values of A and B.
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AnswersRelated When 40% of a number E is added to another number R, B becomes 125% of its previous value. Then which of the following is true regarding the values of E and R?a)Either (a) or (b) can be true depending upon the values of E and Rb)R > Ec)E > Rd)R = ECorrect answer is option 'A'. Can you explain this answer?
R + 40% of E = 125% of R 40% of E = 25% of R.i.e. 0.4E = 0.25R -> E / R = 5 / 8Apparently, it seems that R is bigger, but if you consider E and R to be negative the opposite would be true. Hence, option (A) is correct.
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When 40% of a number A is added to another num ber B B becomes 125% of its previous value then which of the following is true regarding the values?
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