Ratio and Proportion Formulas 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.
If the cost price of each copper bottles sold by shop B is Rs. 250 and the cost price of steel bottles is 20% more than the copper bottles, then find the total amount earned on selling bottles by shop B.
449 064dcbcd5d02c5c746bf5bbb6
64dcbcd5d02c5c746bf5bbb6Three 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.
- 1Rs. 92000false
- 2Rs. 94400false
- 3Rs. 98100true
- 4Rs. 82400false
- 5Rs. 70400false
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Answer : 3. "Rs. 98100"
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.
Males who use their coupons in Pedicure what percent of the Males who use their coupons in Haircutting?
515 064d4c4ce90a003851de423ca
64d4c4ce90a003851de423caThere 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.
- 1200%false
- 2100%true
- 30%false
- 4150%false
- 5None of the given optionsfalse
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Answer : 2. "100%"
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.
Find the ratio between Total number persons who use their coupons in Pedicure to total number of persons who use their coupons in Haircutting.
513 064d4c55dbd50dd8e2e11a0d5
64d4c55dbd50dd8e2e11a0d5There 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.
- 152 : 23false
- 27: 8true
- 38: 9false
- 48: 7false
- 5None of the given optionsfalse
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Answer : 2. "7: 8 "
Q: Ratio of the employees in company A to B is 6: 5 and the number of employees in C to A is 13: 10. If the ratio of the number of male to female employees in A, B and C is 7: 5, 2: 3 and 7: 6 respectively, then the number of female employees in all the companies together is approximately what percent of the total number of employees in all the companies together?
725 062f36d5d55c5be58410dc298
62f36d5d55c5be58410dc298- 142%false
- 245%false
- 348%true
- 451%false
- 554%false
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Answer : 3. "48%"
Q: Which of the two numbers should be reduced in the ratio of 15:19 so that the ratio becomes 3: 4?
934 0602dfa626ea6434ffa7b2adf
602dfa626ea6434ffa7b2adf- 19false
- 26false
- 35false
- 43true
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Answer : 4. "3"
Q: If b is the mean proportionate of a and c then find the value of $$ {(a-b)^{3}:(b-c)^{3}}$$ ?
854 060112c1d7fb81d03bf7cf28d
60112c1d7fb81d03bf7cf28d- 1$$ {a^{3}:b^{3}}$$true
- 2$$ {a^{2}:b^{2}}$$false
- 3$$ {b^{2}:c^{2}}$$false
- 4$$ {a^{3}:c^{3}}$$false
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Answer : 1. "$$ {a^{3}:b^{3}}$$"
Q: The ratio of incomes of A and B is 3:5, whereas the ratio of their expenditures is 4:7 respectively. If A and B save Rs. 16,000 and Rs. 26,000 respectively, then what is the different between their expenditures?
1037 05fbf741c2e911753dd59b507
5fbf741c2e911753dd59b507- 15400false
- 26800false
- 35000false
- 46000true
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Answer : 4. "6000"
Q: One number is 50% less than X and another number is 20 percent less than X. What is the ratio of both the numbers?
1634 05f6d7aadec13dd748002d5df
5f6d7aadec13dd748002d5df- 12 : 3false
- 25 : 8true
- 33 : 8false
- 43 : 5false
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