Math, asked by rajujagne, 1 year ago

a person sell an article of 20000 at 30000 less then 20 % discount find his gain %

Answers

Answered by mathupto12

Selling price =30000-30000(20%)
=30000-6000
=24000
Gain =24000-20000
=4000
Gain%=(4000)x100/20000
=20%

Answered by PriyankaSharma101

Selling Price = (30000)-(20/100)(30000)
SP = 30000(1-(20/100))
SP = 30000(80/100)
SP = 24000

gain % = ((24000-20000)/20000)x100
= (4000/20000)x100
= 20

So, 20% gain

Previous Question

Next Question

Similar questions

English, 8 months ago

rearrange the jumbled segments to from a sentence...

English, 8 months ago

Circle the words where you get a zzzzz sound. One is done for you. honeybees price prize maze face rice rise blaze fizz lazy lacy busy racy raise rays race ace chase this these frosty...

Chemistry, 8 months ago

On analysis, a compound with molar mass 60 g mol1 was found to contain 12 g of carbon, 2 g of hydrogen, and 16 g of oxygen. What is the molecular formula of the compound?

Social Sciences, 1 year ago

give three examples where an average is used for comparing situations...

History, 1 year ago

At the start of the story, why do some of her sisters criticize Jo? A. They think that her whining is too "childish." B. They think that some of her actions are too "boyish." C. They think that the way she dresses is too "snobbish." D. They think that her treatment of others is too "cold."...

Science, 1 year ago

Gaseous fuels have a few advantages over the solid fuels. Explain...

Sociology, 1 year ago

A man is found dead on a Sunday morning. His wife calls the police immediately. The police question the wife and staff. The wife said she was asleep, the cook said he was cooking breakfast, the gardener said she was picking vegetables, the butler said he was cleaning the closet, and the maid said she was getting the post. The police immediately arrested the murderer. Who was murdered?

Math, 1 year ago

The height of a cone is 30cm. A small cones is cut off at the top by a plane parallel to the base. if it's volume be 1÷27 of the volume of the given cone, at what height above the base, the section has been made?