Marion baked 40 macarons. 25% of them were matcha macarons. How many more matcha macarons must Marion bake so that 70% of her macarons are matcha macarons?
| |
Matcha macarons |
Other macarons |
| Before |
25% |
75% |
| Change |
+ ? |
No change |
| After |
70 u |
30 u |
Number of matcha macarons at first
= 25% x 40
=
25100 x 40
= 10
Percentage of other macarons
= 100% - 25%
= 75%
Number of other macarons
= 75% x 40
=
75100 x 40
= 30
Number of other macarons in the end
= 100 u - 70 u
= 30 u
The number of other macarons remains unchanged.
75% = 30 u
30 u = 30
1 u = 30 ÷ 30 = 1
Number of matcha macarons in the end
= 70 u
= 70 x 1
= 70
Additional number of matcha macarons that Marion must bake
= 70 - 10
= 60
Answer(s): 60
