Roshan loss 20% of his money after spending 25% of the remainder he has 4800 with him how much did he original have
Answers
Answer:
Step-by-step explanation:
Let the total money Roshan has = Rs. x
Money lost = Rs. 20% of x
= Rs.(20/100)x
Remainder = Rs. x - (20/100)x
= Rs.(80/100)x
Money Spent = Rs. 25% of (80/100)x
= Rs. (20/100)x
Total money left =Rs. (80/100)x - (20/100)x
= Rs. (60/100)x
According to question,
(60/100)x = 4800
x = 4800(100/60)
x = 8000
Therefore, Roshan originally had Rs. 8000
Answer:
let the original money roshan had is x
given that 1st he spends 25% of the original money
⇒ he spends 25x/100 money = x/4
the remaining money he had after spending is x - x/4 = 3x/4
now he loses 20% of his remaining money
⇒ he loses 3x/4 × 20/100 money = 3x/20
⇒ the remaining money of roshan after losing money is
⇒ (3x/4 - 3x/20) = 12x/20
given that remaining money after losing = 4800
⇒ 12x/20 = 4800
⇒ x = 8000
so the original money roshan had is 8000 Rs/-