Q.1
What are the fraction parts of the ratio 3:5:6?
  • 3⁄12, 5⁄12, and 6⁄12
  • 3⁄13, 5⁄13, and 6⁄13
  • 3⁄14, 5⁄14, and 6⁄14
  • 3⁄15, 5⁄15, and 6⁄15
Q.2
What are the fractional parts of 14:28:21?
  • 2⁄7, 4⁄7, and 3⁄7
  • 2⁄8, 4⁄8, and 3⁄8
  • 2⁄9, 4⁄9, and 3⁄9
  • 2⁄10, 4⁄10, and 3⁄10
Q.3
How else can the ratio 0.8:4.2:3.4 be written?
  • 4:20:17
  • 4:21:18
  • 4:21:17
  • 5:21:17
Q.4
What are the fractional parts of the ratio 30:18 in their simplest form?
  • 3⁄4, and 1⁄4
  • 5⁄8, and 3⁄8
  • 10⁄16, and 6⁄16
  • 30⁄48, and 18⁄48
Q.5
An antique music shop sold 450 items this week: vinyl records, CDs and audio tapes in the ratio 5:12:1 respectively. How many of each item were sold?
  • 25 vinyl records, 300 CDs, 125 audio tapes
  • 125 vinyl records, 25 CDs, 300 audio tapes
  • 125 vinyl records, 300 CDs, 25 audio tapes
  • 300 vinyl records, 125 CDs, 25 audio tapes
Q.6
Three children, Amy, Brian and Chloe, raised £70 for charity, in the ratio 4:6:7.5 respectively. How much money did each child raise?
  • Amy £16, Brian £30, Chloe £24
  • Amy £16, Brian £24, Chloe £30
  • Amy £24, Brian £16, Chloe £30
  • Amy £30, Brian £24, Chloe £16
Q.7
Anita, Bobby and Charles have been making bookmarks. They made 40 in all, in the ratio 7:8:5 respectively. How many bookmarks did each child make?
  • Anita 14, Bobby 16, and Charles 10
  • Anita 16, Bobby 10, and Charles 14
  • Anita 10, Bobby 14, and Charles 16
  • Anita 18, Bobby 14, and Charles 8
Q.8
How else can the ratio 6:2.2:3.4 be written?
  • 30:11:17
  • 30:10:17
  • 28:11:17
  • 30:11:18
Q.9
How else can the ratio 6:2.1 be written?
  • 3:1
  • 60:20
  • 30:10
  • 20:7
Q.10
Arnold, Beth and Claire are saving their money. Arnold has £24, Beth has £12 and Claire has £What is the simplest ratio to express these amounts?
  • 3:2:6
  • 4:2:6
  • 5:3:7
  • 6:3:8
0 h : 0 m : 1 s