If A is increased by 20 percent, it equals to B. If B is decreased by 50 percent, it equals to C. Then what percent of A is equal to C?
Answers
Answered by
1
By the data given in the question, we can establish the following relations
i) 0.8A = B
ii) 0.5B = C
Putting value of B from i to ii
0.5(0.8A) = C
=> 0.4A = C
Hence C is 40% of A
i) 0.8A = B
ii) 0.5B = C
Putting value of B from i to ii
0.5(0.8A) = C
=> 0.4A = C
Hence C is 40% of A
Answered by
0
A+20=B
A-B=-20----(1)
B-50=C
B-C=50---(2)
If (2) is subtracted from (1),Then
A-C=70
A-70=C
A-B=-20----(1)
B-50=C
B-C=50---(2)
If (2) is subtracted from (1),Then
A-C=70
A-70=C
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