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Earn 100

The population of Motihari District is 10000. If it increases at the rate of 5% per annum, what will be the population of the town after 2 years?

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Important Questions on Percentages

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UPSC CDS
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In an examination there are three subjects which is Math, Reasoning and English of 100 marks each. A student scores 40% in the Math subject and 60% in the Reasoning subject. He scored 50% in aggregate. His marks in the English subject is
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UPSC CDS
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Denniel Spent 20% of his monthly income on food and 15% on children's education, 40% of the remaining he spent on entertainment and transport together and 30% on medical. He is left with an amount of Rs.6942 after all these expenditures. What is Mr. Denniel's monthly income?
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UPSC CDS
IMPORTANT
In an examination, 35% students failed in Hindi, 45% students failed in English and 20% students failed in both the subjects. What is the percentage of students passing in both subjects?
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UPSC CDS
IMPORTANT
The annual income of a person decreases by Rs. 64 if the annual rate of interest decreases from 4% to 3.75%. What is his original annual income?
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UPSC CDS
IMPORTANT
The population of the city of Gotham is 50000 at this moment. It increases by 20% in the first year. However, in the second year, due to immigration, the population drops by 10%. Find the population at the end of the third year, if in the third year, the population increases by 30%.
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UPSC CDS
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400 students took the All-India mock test, 60% of the boys and 80% of the girls cleared the cut off in this mock test. If the total percentage of students cleared the cut off of this mock test is 65%, then find how many girls appeared in this mock test?
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UPSC CDS
IMPORTANT
A person can buy 50 guavas or 40 oranges with the money he has. Due to the pandemic, the price of each fruit is decreased by 20% and he purchased 20 guava and 24 oranges. The rest of the amount he saved is for medical expenses, the percentage of medical expenses will be
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UPSC CDS
IMPORTANT
The area of a triangle is 32 cm2 and the height is 8 cm. If the base of the triangle is reduced by 50% and the area constant, then find the height of the triangle.