Ahmed purchased an old scooter for $R s . 14625$ and spent $R s . 3225$ on its repairs. Then, he sold it for $R s . 16422.$ Find his gain or loss per cent.

Open in App

Solution

Total cost price (including repairs) $= 14625 + 3225$
$= 17850$
Selling price $= 16422.$
loss $= \frac{C - P - S . P}{C . P} \times 100 = \frac{17850 - 16422}{17850} \times 100$
$= 8 %$ loss.

Suggest Corrections

Similar questions

Robin purchased an old car for $R s . 73500$ . He spent $R s . 10300$ on repairs and paid $R s . 2600$ for its insurance. Then he sold it to a mechanic for $R s . 84240$ . What was his percentage gain or loss?

Q. Robin purchased an old car for Rs 73500. He spent Rs 10300 on repairs and paid Rs 2600 for its insurance. Then he sold it to a mechanic for Rs 84240. What was his percentage gain or loss?

Q. Ron ought an almirah for Rs.

6250

and spent Rs.

375

in its repairs. Then, he sold it for Rs.

6890

. Find his gain or loss percent

Q. Nikhil purchased an old scooter for Rs.

12000

and spent

R s . 2400

on its overhauling. Then, he sold it to his friend Sam for

R s . 12, 960

. How much percent did he gain or lose?

Q. Ranjit purchased an almirah for

R s . 5248

and paid

R s . 127

for its transportation. He sold it for

R s . 6020

. Find his gain or loss per cent.

Join BYJU'S Learning Program

Ahmed purchased an old scooter for Rs.14625 and spent Rs.3225 on its repairs. Then, he sold it for Rs.16422. Find his gain or loss per cent.

Total cost price (including repairs) =14625+3225 =17850Selling price =16422.loss =C−P−S.PC.P×100=17850−1642217850×100 =8% loss.

Ahmed purchased an old scooter for $R s . 14625$ and spent $R s . 3225$ on its repairs. Then, he sold it for $R s . 16422.$ Find his gain or loss per cent.

Total cost price (including repairs) $= 14625 + 3225$
$= 17850$
Selling price $= 16422.$
loss $= \frac{C - P - S . P}{C . P} \times 100 = \frac{17850 - 16422}{17850} \times 100$
$= 8 %$ loss.