Asked by Anonymous
Mr Lok has a total of 320 cups and jars at first. After 1/3 of the cups and 1/2 of the jars were sold, there were as 4/5 as many cups as jars left. What was the total number of cups and jars sold?
Answers
Answered by
bettermathhelper
That last part we can ignore, we can just use the fractions in the first part of the information.
1/3 of 320 cups is 320 x 1/3 = 320/3 = 106 or 107 cups
1/2 of 320 jars is 320 x 1/2 = 320/2 = 160 jars
Hope this helps!
1/3 of 320 cups is 320 x 1/3 = 320/3 = 106 or 107 cups
1/2 of 320 jars is 320 x 1/2 = 320/2 = 160 jars
Hope this helps!
Answered by
Anonymous
c + j = 320 or j = 320 - c
2/3 c = (4/5)(1/2 j) = 2/5 j
10 c = 6 j = 6 (320-c)
10 c = 1920- 6 c
16 c = 1920
c = 120
then j = 200
120 / 3 = 40 cups sold
100 jars sold
140 objects sold
2/3 c = (4/5)(1/2 j) = 2/5 j
10 c = 6 j = 6 (320-c)
10 c = 1920- 6 c
16 c = 1920
c = 120
then j = 200
120 / 3 = 40 cups sold
100 jars sold
140 objects sold
Answered by
Anonymous
"........ total of 320 cups and jars ...."
Is indeed a bit ambiguous.
Is indeed a bit ambiguous.
Answered by
Anonymous
Anonymous is correct.
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