Knowee
Questions
Features
Study Tools

If A: B=1, B:C=3:4, C:D=5 then A: B:C:D=Options50:40:48:1515:48:40:3025:30:40:4815:30:40:4848:30:15:40

Question

If A: B=1, B:C=3:4, C:D=5 then A: B:C:D=Options50:40:48:1515:48:40:3025:30:40:4815:30:40:4848:30:15:40

🧐 Not the exact question you are looking for?Go ask a question

Solution

To solve this problem, we need to find a common multiplier for B, C, and D in each ratio so we can combine them into one ratio.

  1. Start with the given ratios: A:B = 1:1, B:C = 3:4, and C:D = 5:1

  2. Multiply the second ratio by 3 and the third ratio by 4 to make B and C the same in all ratios: A:B = 1:1, B:C = 9:12, and C:D = 20:4

  3. Now, we can combine these ratios into one: A:B:C:D = 1:1:3:4

  4. Multiply the entire ratio by 15 to match the options given: A:B:C:D = 15:15:45:60

So, none of the options given match the correct ratio of 15:15:45:60.

This problem has been solved

Similar Questions

Select the correct answerIf A: B=1, B:C=3:4, C:D=5 then A: B:C:D=Options48:30:15:4050:40:48:1525:30:40:4815:48:40:3015:30:40:48

If a:b=5:3, b:c=10:7 and c:d = 5:7 then find a:b:c:d Options : 250 : 150 : 105 : 174 250 : 105 : 150 : 147 250 : 150 : 105 : 137 250 : 150 : 105 : 147

If a : b = 5 : 8 and c : b = 4 : 3, then a : b : c is equal to:Options15 : 24 : 2815 : 24 : 325 : 8 : 65 : 6 : 8

If A: B =7:5 and B:C=9:11 then A: B:C=Options55:43:037:45:2924:09:4263:45:5546:03:50

If a  : b = 2 : 3, b : c = 4 : 5, c : d = 6 : 7, then a : d = ?

1/3

Upgrade your grade with Knowee

Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.