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Oliver, Peter and Roy share 65 toy cars. Roy has 25 toy cars. Peter has 3 times as many toy cars as Oliver. What is the ratio of the number of Oliver's toy cars to the number of Peter's toy cars to the number of Roy's toy cars? Give your answer in its simplest form. 0:P:R:T 1:3:25:65 l0:30i25:65 216:5 65-25=40 40:4=10 lok3=30

Oliver, Peter and Roy share 65 toy cars. Roy has 25 toy cars. Peter has 3 times as many toy cars as Oliver. What is the ratio of the number of Oliver's toy cars to the number of Peter's toy cars to the number of Roy's toy cars? Give your answer in its simplest form. 0:P:R:T 1:3:25:65 l0:30i25:65 216:5 65-25=40 40:4=10 lok3=30

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Oliver, Peter and Roy share 65 toy cars. Roy has 25 toy cars. Peter has 3 times as many toy cars as Oliver. What is the ratio of the number of Oliver's toy cars to the number of Peter's toy cars to the number of Roy's toy cars? Give your answer in its simplest form. 0:P:R:T 1:3:25:65 lo:30125:65 216:5 65-25=40 40:4=10 lok3-30 Answer :2b5
Transcribed Image Text:Oliver, Peter and Roy share 65 toy cars. Roy has 25 toy cars. Peter has 3 times as many toy cars as Oliver. What is the ratio of the number of Oliver's toy cars to the number of Peter's toy cars to the number of Roy's toy cars? Give your answer in its simplest form. 0:P:R:T 1:3:25:65 lo:30125:65 216:5 65-25=40 40:4=10 lok3-30 Answer :2b5
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