S, T and U started a business and their capitals are in the ratio of 3 : 4 : 6. At the end they receive the profit in the ratio of 1 : 2 : 3. What will be the respectiveratio of time period for which they contributed their capitals?
A) 3 : 2 : 2 B) 2 : 3 : 3 C) 2 : 2 : 3 D) 4 : 5 : 3
Answers
Step-by-step explanation:
Correct Answer:
Correct Answer:D) 9 : 9 : 10
Correct Answer:D) 9 : 9 : 10Description for Correct answer:
Correct Answer:D) 9 : 9 : 10Description for Correct answer:Let the required ratio of time be t1:t2:t3
Correct Answer:D) 9 : 9 : 10Description for Correct answer:Let the required ratio of time be t1:t2:t3Then using
Correct Answer:D) 9 : 9 : 10Description for Correct answer:Let the required ratio of time be t1:t2:t3Then usingRatio of investments = ratio of proportions
Correct Answer:D) 9 : 9 : 10Description for Correct answer:Let the required ratio of time be t1:t2:t3Then usingRatio of investments = ratio of proportions4t1:6t2:9t3=2:3:5
Correct Answer:D) 9 : 9 : 10Description for Correct answer:Let the required ratio of time be t1:t2:t3Then usingRatio of investments = ratio of proportions4t1:6t2:9t3=2:3:5Taking two first terms of the ratio,
Correct Answer:D) 9 : 9 : 10Description for Correct answer:Let the required ratio of time be t1:t2:t3Then usingRatio of investments = ratio of proportions4t1:6t2:9t3=2:3:5Taking two first terms of the ratio,4t16t2=23=>t1t2=11=99
Correct Answer:D) 9 : 9 : 10Description for Correct answer:Let the required ratio of time be t1:t2:t3Then usingRatio of investments = ratio of proportions4t1:6t2:9t3=2:3:5Taking two first terms of the ratio,4t16t2=23=>t1t2=11=99= > t1:t2=9:9
Correct Answer:D) 9 : 9 : 10Description for Correct answer:Let the required ratio of time be t1:t2:t3Then usingRatio of investments = ratio of proportions4t1:6t2:9t3=2:3:5Taking two first terms of the ratio,4t16t2=23=>t1t2=11=99= > t1:t2=9:9Taking last two terms of the ratio,
Correct Answer:D) 9 : 9 : 10Description for Correct answer:Let the required ratio of time be t1:t2:t3Then usingRatio of investments = ratio of proportions4t1:6t2:9t3=2:3:5Taking two first terms of the ratio,4t16t2=23=>t1t2=11=99= > t1:t2=9:9Taking last two terms of the ratio,6t29t3=35=t2t3=910
Correct Answer:D) 9 : 9 : 10Description for Correct answer:Let the required ratio of time be t1:t2:t3Then usingRatio of investments = ratio of proportions4t1:6t2:9t3=2:3:5Taking two first terms of the ratio,4t16t2=23=>t1t2=11=99= > t1:t2=9:9Taking last two terms of the ratio,6t29t3=35=t2t3=910= > t2:t3=9:10
Correct Answer:D) 9 : 9 : 10Description for Correct answer:Let the required ratio of time be t1:t2:t3Then usingRatio of investments = ratio of proportions4t1:6t2:9t3=2:3:5Taking two first terms of the ratio,4t16t2=23=>t1t2=11=99= > t1:t2=9:9Taking last two terms of the ratio,6t29t3=35=t2t3=910= > t2:t3=9:10So t1:t2:t3=9:9:10