Question

Amita purchased a second hand Scooter for Rs 9800 she spent rupees 600 on its repair and sold it at a profit of 8% find the selling price of the scooter and the amount of money she gain.

Answer 1

$\sf\underline{Step-by-step \: explanation}$

Let the SP be x

Overall CP= 9800+600

Overall CP= 10400

If she gained 8% then,

$\dfrac{8}{100}$× 10400

After cancellation,

832

SP= CP + profit

SP= 10400 + 832

SP= 11232

Hence, the amount she gained= ${\boxed{\boxed{\red{\sf{Rs. \: 832}}}}}$

Hence, the SP is, ${\boxed{\boxed{\pink{\sf{Rs. \: 11232}}}}}$
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$\small\sf\orange{T}$$\small\sf\pink{h}$$\small\sf\green{a}$$\small\sf\blue{n}$$\small\sf\red{k}$$\small\sf\purple{s}$$\small\sf\pink{!}$$\small\sf\green{!}$
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Answer 2

Answer: The selling price would be ₹11232.

Step-by-step explanation:

FIRST AS IT IS GIVEN THAT THE COST PRICE OF THE SCOOTER = ₹ 9800

REPAIRING PRICE OF THE SCOOTER = ₹ 600

TOTAL COST PRICE FOR HER = ₹ 9800+ ₹ 600 = ₹ 10400

SHE SOLD THE SCOOTER AT 8% PROFIT

S.P.= C.P. + 8% OF C.P.

S.P. = 10400 + 8/100 × 10400

= 10400 + 8 × 104

= 10400 + 832

= ₹ 11232

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