Asked by Anonymous
A grocer wishes to blend two different coffee brands because he wants to make a blend of 480 pounds to sell at $2.68 a pound. If he uses a brand of coffee worth $2.50 a pound with another brand worth $2.80 a pound, how many pounds of each does he use?
Answers
Answered by
Reiny
let the $2.50 stuff be x
solve for x
2.5x + 2.8(480-x) = 2.68(480)
solve for x
2.5x + 2.8(480-x) = 2.68(480)
Answered by
Anonymous
The wouldn't it be 1.5x+1344=1286.5
Answered by
Reiny
how did you get that ??
2.5x + 2.8(480-x) = 2.68(480)
2.5x + 1344 - 2.8x = 128.40
-.3x = -57.6
x = 192
so he should use 192 pounds of the $2.50 and
288 pounds of the $2.80 stuff
check:
cost of the parts = 2.5(192) + 2.8(288) = 1286.40
cost of the mix = 2.68(480) = 1286.40
my answer is correct
2.5x + 2.8(480-x) = 2.68(480)
2.5x + 1344 - 2.8x = 128.40
-.3x = -57.6
x = 192
so he should use 192 pounds of the $2.50 and
288 pounds of the $2.80 stuff
check:
cost of the parts = 2.5(192) + 2.8(288) = 1286.40
cost of the mix = 2.68(480) = 1286.40
my answer is correct
Answered by
oop
Reiny is not correct.
Answered by
Nickie
Reino, you ain’t correct sorry
Answered by
Nickie
Meant Reiny, autocorrect
Answered by
Nickie
Got the answer, I’m way too late, but for the $2.50, it’s 192 pounds, and for the $2.80, it’s 288 pounds.
Answered by
yer
nickie crrtc