Question

Shyam bought a car for 64000 and spent 1600 on repairing and painting at what price he should sell the car to get 20% gain ?​

Answer 1

S O L U T I O N :

Given :

• Shyam bought a car, (C.P) = Rs.64000
• He spent on car = Rs.1600
• Gain get = 20%

Explanation :

As we know that formula of selling price become gain :

• S.P = (100 + profit%/100) × C.P

According to the question :

Total money spent on a car = Rs.(64000 + 1600)

Total money spent on a car = Rs.65600

Now,

➠ Selling price = (100 + profit%/100) × CP

➠ Selling price = (100 + 20/100) × 65600

➠ Selling price = 120/100 × 65600

➠ Selling price = Rs.(120 × 656)

➠ Selling price = Rs.78720

Thus,

The selling price of a car will be Rs.78720 .

Answer 2

Answer:

Given :-

• CP of car = 64000
• Spent on repairing = 1600
• Gain percentage = 20%

To Find :-

Selling price of car

Solution :-

$\huge \tt \: SP = (100 + \frac{profit\% }{100} )\times CP$

$\tt \: SP = (100 + \frac{20}{100} ) \times 64000 + 1600$

$\tt \: SP = (\dfrac{100+20}{100}) \times 65600$

$\tt \: SP =\dfrac{120}{100}\times 65600$

$\tt \: SP = 120 \times 656$

$\tt \: SP = 78720$

Hence

The selling price of car is ₹78,820.