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Let the first number be p and second number be q.
Answered by Guest on 2018-01-20 02:09:19 | Votes 25 | # Its very simple question 4:5 is the correct answer. Join Telegram Group Answered by Guest on 2018-06-08 12:33:09 | Votes 35 | # .Let the first number be x and Y - $\frac{60x}{100}$ = $\frac{52Y}{100}$ 100y – 60x = 52y $\frac{X}{Y}$ =$\frac{48}{60}$= 4:5 1. A fruit seller had some oranges. He sells 40% oranges and still has 420 oranges. How many oranges he had originally? 2. The population of a town is 3,11,250. The ratio between women and men is 43:40. If there are 24% literate among men and 8% literate among women, the total number of literate persons in the town is 3. In an assembly election, a candidate got 55% of the total valid votes. 2% of the total votes were declared invalid. If the total number of voters is 104000,then the number of valid votes polled in favour of the candidate is: 4. If two positive numbers are in the ratio 1/8 : 1/5, then by what percent is the second number more than the first? 5. The difference of two numbers is 45% of their sum. The ratio of the larger number to the smaller number is 6. Mita's income is 25% more than that of Sita. What percent is Sita's income less than that of Mita 7. A, B and C are three students. A got 36% less marks than B and 16% more marks than C. If B got 145 marks, then what are the marks got by C? 8. In a History examination, the average for the entire class was 80 marks. If 10% of the students scored 35 marks and 20% scored 90 marks, what was the average marks of the remaining students of the cla 9. If the population of a town is 64000 and its annual increase is 10%, then its correct population at the end of 3 years will be : 10. At an exam in which full marks were 500, A got 10% less than B, B got 25% more than C and C got 20% less than D. If A got 360, what % did D get? Description for Correct answer: Let the first and second number is a and b respectively\( \Large b-\frac{60}{100}a=\frac{52}{100}b \)\( \Large b-\frac{52}{100}b=\frac{60}{100}a \)\( \Large \frac{48}{100}b=\frac{60}{100}a \)\( \Large 4b=5a \)\( \Large \frac{a}{b}=\frac{4}{5} \) \( \Large \Rightarrow a:b=4:5 \) Part of solved Percentage questions and answers : >> Aptitude >> Percentage Comments Similar Questions
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Correct Option: DLet the first number be p and second number be q.
⇒ 100q – 60p = 52q
Your comments will be displayed only after manual approval. When 60% of a number is subtracted from another number second number remains 52% Find ratio of 1st and 2nd number?2 answers. Its very simple question 4:5 is the correct answer.
When 60 is subtracted from 60 of a number what is the result 60?Let the number be x. ∴ The number is 200.
When 60% of a number A is added to another number B B becomes 175% of its previous value then which of the following is true regarding the values of A and B?Detailed Solution
When 60% of a number A is added to another number B, B becomes 175% of its previous value. Here it seems that A is bigger than B. But if we consider A and B to be negative then the opposite would be true. ∴ Option D is true.
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