Sandy and Christine went to the bookshop and bought some stationary. Sandy bought 6 pens and 4 exercise books for $6.60. Christine bought 4 pens and 6 exercise books for $5.90. How much does each pen cost?
Solution
(Sandy) 6 pens + 4 books ----- $6.60 (x3)
(Christine) 4 pens + 6 books ----- $5.90 (x2)
(Sandy) 18 pens + 12 books ----- $19.80
(Christine) 8 pens + 12 books ----- $11.80
Difference in price between what Sandy and Christine paid:-
$19.80 - $11.80 = $8
Sandy paid $8 more because she bought 10 more pens than Christine:-
10 pens ----- $8
1 pen ----- $8 divided by 10 = $0.80
Answer: Each pen costs $0.80
This blog is managed by Song Hock Chye, author of Improve Your Thinking Skills in Maths (P1-P3 series), which is published and distributed by EPH.
Saturday, February 28, 2009
Nanyang Pri Sch P6 CA1 2008 Math Q44
Labels:
Mathematics,
Money
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1 comment:
eh stationery spell wrong hor
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