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Question
primary 5 | Maths
| Rate & Ratio
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Help pls
Maybe you can change the ⅓ to ½ instead.
Concept : equal fractions (numerator)
Make the units the same by changing the numerator to the same number.
For gold, 1/2 = 2/4
For silver, we can leave it as 2/5
So we can now say that:
There were 4 units of gold balloons and 2 units were used.
There were 5 units of silver balloons and 2 units were used.
Total balloons = 4 units + 5 units = 9 units
9 units = 72 balloons
1 unit = 72 balloons ÷ 9 = 8 balloons
Number of balloons used = 2 units × 2
= 4 units
= 4 × 8
= 32
Concept : equal fractions (numerator)
Make the units the same by changing the numerator to the same number.
For gold, 1/3 = 2/6
For silver, we can leave it as 2/5
So we can now say that:
There were 6 units of gold balloons and 2 units were used.
There were 5 units of silver balloons and 2 units were used.
Total balloons = 6 units + 5 units = 11 units
11 units = 77 balloons
1 unit = 77 balloons ÷ 11 = 7 balloons
Number of balloons used = 2 units × 2
= 4 units
= 4 × 7
= 28