Q.1
How else can the ratio 7:1.5 be written?
  • 3:14
  • 7:3
  • 14:3
  • 14:1.5
Q.2
The workload has to be shared out between three workers, A, B and C in the ratio 2:6:3 respectively. If the work consists of 1,100 units, how many units will each of the workers have to do?
  • A 600, B 200 and C 300
  • A 300, B 600 and C 200
  • A 200, B 600 and C 300
  • A 300, B 200 and C 600
Q.3
If 1,000 toy soldiers are divided into three parts, Alan gets 260, Brian gets 340 and Charles gets 400, what is this as the ratio A:B:C in its lowest form?
  • 13:17:20
  • 17:13:20
  • 17:20:13
  • 20:17:13
Q.4
William, Anna and Terry all have their birthdays on the same day. If their ages are in the ratio 1:4:5 respectively, and their combined age is 140, how old are they?
  • William 70, Anna 56, and Terry 14
  • William 14, Anna 70, and Terry 56
  • William 56, Anna 14, and Terry 70
  • William 14, Anna 56, and Terry 70
Q.5
What are the fractional parts of the ratio 2:9?
  • 2⁄7 and 9⁄7
  • 9⁄11 and 2⁄9
  • 2⁄11 and 9⁄11
  • 2⁄9 and 11⁄9
Q.6
What are the fractional parts of 12:4:8?
  • 3⁄12, 1⁄12 and 2⁄12
  • 3⁄6, 1⁄6 and 2⁄6
  • 3⁄3, 1⁄3 and 2⁄3
  • 3⁄2, 1⁄2 and 2⁄2
Q.7
How else can the ratio 0.125:1.25:2.125 be written?
  • 10:1:17
  • 17:10:1
  • 17:1:10
  • 1:10:17
Q.8
How else can the ratio 5:1.25:3 be written?
  • 5:20:12
  • 20:5:12
  • 20:12:5
  • 12:5:20
Q.9
What are the fractional parts of the ratio 2:3:4?
  • 2⁄2, 3⁄2 and 4⁄2
  • 2⁄9, 3⁄9 and 4⁄9
  • 2⁄3, 3⁄3 and 4⁄3
  • 2⁄5, 3⁄5 and 4⁄5
Q.10
Granny gave Dave, Harry and Mary £If the money was shared out in the ratio 1:4:5 respectively, how much did each person get?
  • Dave £60, Harry £240 and Mary £300
  • Dave £240, Harry £60 and Mary £300
  • Dave £300, Harry £240 and Mary £60
  • Dave £240, Harry £300 and Mary £60
0 h : 0 m : 1 s