Asked by Anonymous
A supermarket has 358 oranges and kiwis altogether. After selling 2/7 of the oranges and 35 kiwis, the ratio of the number of oranges to the number of kiwis left is 2:1. Find the total number of oranges and kiwis left.
Answers
Answered by
πππππππ
o+k = 358
(5/7 o)/(k-35) = 2
now solve as usual
(5/7 o)/(k-35) = 2
now solve as usual
Answered by
Anonymous
Letβs say there has x oranges and
y kiwis
So we know that
x + y = 358 (1)
(1-2/7)x/y-35 = 2/1
5/7x = 2y - 70 (2)
2x (1) + (2)
So 19/7x = 646
x + 238, so y = 120
So (1-2/7)x = 170, y - 35 = 85
So oranges left 170
kiwis left 85
Solve the equation by setting unknowns
y kiwis
So we know that
x + y = 358 (1)
(1-2/7)x/y-35 = 2/1
5/7x = 2y - 70 (2)
2x (1) + (2)
So 19/7x = 646
x + 238, so y = 120
So (1-2/7)x = 170, y - 35 = 85
So oranges left 170
kiwis left 85
Solve the equation by setting unknowns
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