A number decreased by 18% becomes 410 find the number
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Answered by
35
This is a simple question to solve.
just let that the number is X then in that case 410 will be equal to the 100- 18 % of the X. that will be equals to the 82 %
This also means that 410 equals to this value like
410 = X * ( 82/100)
So by calcualtion
410 = X* 0.82
And thus this will be X = 410/0.82 = 500
So here 500 is our answer.
just let that the number is X then in that case 410 will be equal to the 100- 18 % of the X. that will be equals to the 82 %
This also means that 410 equals to this value like
410 = X * ( 82/100)
So by calcualtion
410 = X* 0.82
And thus this will be X = 410/0.82 = 500
So here 500 is our answer.
Answered by
14
Solution :-
Let the required number be x.
It decreased by 18 % and becomes 410.
Then according to the question.
⇒ x/1 - (x*18)/100 = 410
Taking L.C.M. of the denominator and then solving it.
⇒ x/1 - 9x/50 = 410
⇒ (50x - 9x)/50 = 410
⇒ 41x/50 = 410
⇒ 41x = 50*410
⇒ 41x = 20500
⇒ x = 20500/41
⇒ x = 500
So, the required number is 500.
Answer.
Let the required number be x.
It decreased by 18 % and becomes 410.
Then according to the question.
⇒ x/1 - (x*18)/100 = 410
Taking L.C.M. of the denominator and then solving it.
⇒ x/1 - 9x/50 = 410
⇒ (50x - 9x)/50 = 410
⇒ 41x/50 = 410
⇒ 41x = 50*410
⇒ 41x = 20500
⇒ x = 20500/41
⇒ x = 500
So, the required number is 500.
Answer.
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