Marion spent
35 of her money on 3 correction tapes and 6 highlighters. The cost of one highlighter was twice the cost of one correction tape. She bought some more highlighters with
15 of her remaining money. How many highlighters did Marion buy altogether?
3 correction tapes and 6 highlighters |
Remaining amount |
3x5 |
2x5 |
|
More highlighters |
Left |
|
1x2 |
4x2 |
15 p |
2 p |
8 p |
Cost of 1 correction tape = 1 u
Cost of 1 highlighter = 2 u
Cost of 3 correction tapes = 3 x 1 u = 3 u
Cost of 6 highlighters = 6 x 2 u = 12 u
Total cost of 3 correction tapes and 6 highlighters
= 3 u + 12 u
= 15 u
15 p = 15 u
1 p = 15 ÷ 15 = 1 u
Amount that Marion used to buy more highlighters
= 2 p
= 2 x 1 u
= 2 u
Number of more highlighters that Marion bought
= 2 u ÷ 2 u
= 1
Total number of highlighters that Marion bought
= 6 + 1
= 7
Answer(s): 7