Ratio and Proportion Questions Practice Question and Answer
8 Q:Direction: Study the information given below carefully and answer the questions given below.
Three companies A, B and C manufactured two types of bottles viz Steel and Copper. Total number of bottles manufactured by the company is 1000. The ratio between the number of copper bottles manufactured by A and the number of Steel bottles manufactured by B is 13: 17. The total number of Copper bottles manufactured by C is 164. The number of Copper bottles manufactured by B is 25 more than the same type of bottles manufactured by A. The 14.28 % of the number of Copper bottles manufactured by B is equal to the 1/9th of the total number of Steel bottles manufactured by C. The number of Steel bottles manufactured by A is 122 which is 21 less than the number of Copper bottles manufactured by the same company.
Find the average number of steel bottles manufactured by A, B and C.
441 064dcbaacad4e6a1a0b61e6d6
64dcbaacad4e6a1a0b61e6d6Three companies A, B and C manufactured two types of bottles viz Steel and Copper. Total number of bottles manufactured by the company is 1000. The ratio between the number of copper bottles manufactured by A and the number of Steel bottles manufactured by B is 13: 17. The total number of Copper bottles manufactured by C is 164. The number of Copper bottles manufactured by B is 25 more than the same type of bottles manufactured by A. The 14.28 % of the number of Copper bottles manufactured by B is equal to the 1/9th of the total number of Steel bottles manufactured by C. The number of Steel bottles manufactured by A is 122 which is 21 less than the number of Copper bottles manufactured by the same company.
- 1185false
- 2175true
- 3225false
- 4195false
- 5200false
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Answer : 2. "175"
Q: The respective ratio between the present ages of Rani and Moni is 6 : 7. If Moni is 4 years older than Rani, then what will be the respective ratio of the ages of Rani and Moni after 4 years?
929 0631f386e671e1904db7239ef
631f386e671e1904db7239ef- 14 : 3false
- 27 : 8true
- 33 : 4false
- 43 : 5false
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Answer : 2. "7 : 8 "
Q:Directions: Find the wrong number in the following number series:
The ratio between Males who use their coupon in Pedicure to that of in Spa is 4: 5, while ratio between Females who use their coupon in Haircutting to that of in Spa is 6: 11. Find total number of people who use their coupons in Spa.
493 064d4c754a798377447226b5d
64d4c754a798377447226b5d- 1349true
- 2481false
- 3300false
- 4440false
- 5None of the given optionsfalse
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Answer : 1. "349"
Q:Direction: Study the information given below carefully and answer the questions given below.
There are 450 coupons which can be used in Pedicure and Hair cutting. Ratio between Males to Females who use their coupons in Hair cutting is 13: 7 Number of males who use their coupons in Pedicure is 72 more than number of females who use their coupon in Hair cutting. Total number of males who use their coupon in Pedicure and Haircutting together is 174 more than total number of females who use their coupon in Pedicure and Haircutting together.
Out of males who use their coupons in Haircutting, 25% belongs to city A, then find number of males who use their coupons in Haircutting which doesn’t belongs to city A.
594 064d4c685e0ce5574968b3965
64d4c685e0ce5574968b3965There are 450 coupons which can be used in Pedicure and Hair cutting. Ratio between Males to Females who use their coupons in Hair cutting is 13: 7 Number of males who use their coupons in Pedicure is 72 more than number of females who use their coupon in Hair cutting. Total number of males who use their coupon in Pedicure and Haircutting together is 174 more than total number of females who use their coupon in Pedicure and Haircutting together.
- 1135false
- 2108false
- 3126false
- 4117true
- 5None of the give optionsfalse
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Answer : 4. "117"
Q: The ratio of the monthly incomes of X and Y is 5: 4 and that of their monthly expenditures is 9: 7. If the income of Y is equal to the expenditure of X, then what is the ratio of the savings of X and Y?
348 064d1f27a80ef1e74b4c98310
64d1f27a80ef1e74b4c98310- 19 : 8true
- 26 : 7false
- 38 : 9false
- 47 : 6false
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Answer : 1. "9 : 8"
Q: A, B and C invested capital in the ratio 5: 7: 4, the timing of their investments being in the ratio x : y : z. If their profits are distributed in the ratio 45: 42: 28, then x : y : z = ?
352 064d1f1c4d02c5c746bd135fa
64d1f1c4d02c5c746bd135fa- 19 : 6 : 7true
- 27 : 9 : 4false
- 39 : 4 : 7false
- 46 : 7 : 9false
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Answer : 1. "9 : 6 : 7"
Q: The radii of two right circular cylinders are in the ratio 3:2 and the ratio of their volumes is 27: 16. What is the ratio of their heights?
351 064c20d779e9013486a7427fd
64c20d779e9013486a7427fd- 18:9false
- 23:4true
- 34:3false
- 49:8false
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Answer : 2. "3:4"
Q: A person divided a certain sum between his three sons in the ratio 3:4: 5. Had he divided the sum in $${1\over 3}:{1\over 4}:{1\over 5}$$ the ratio: the son, who got the least share earlier, would have got ₹1,188 more. The sum (in) was:
478 064b918c42dc867f59303bead
64b918c42dc867f59303bead- 16,768true
- 25,640false
- 37,008false
- 46,840false
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