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Today I just cracked open my Translation Book from MGMT- going through all of them until the test.
On pg 13 there is a question that has one confusing part, please explain if you can:
A candy company offers premium choclates at $5 per pound. They also offer regular chocolates at $4 per pound. If Barrett buys Michelle a 7-pound box of Valentines choclates that cost him $31, how many pounds of premium choclates are in the box?
Now I get this part:
Let p= the number of pounds of premium chocolate
Now why does: 7-p= the number of pounds of regular chocolate? I am not sure how they got the minus?
This is the equation they produced:
31 = 5p + 4(7-p)
Appreciate your help
Archived Topic
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Today I just cracked open my Translation Book from MGMT- going through all of them until the test.
On pg 13 there is a question that has one confusing part, please explain if you can:
A candy company offers premium choclates at $5 per pound. They also offer regular chocolates at $4 per pound. If Barrett buys Michelle a 7-pound box of Valentines choclates that cost him $31, how many pounds of premium choclates are in the box?
Now I get this part:
Let p= the number of pounds of premium chocolate
Now why does: 7-p= the number of pounds of regular chocolate? I am not sure how they got the minus?
This is the equation they produced:
31 = 5p + 4(7-p)
Appreciate your help
Show more
This is right. You have two equations here.
Set P = Number of pound of Premium
R=Number of pound of Regular
Equation 1, price:
5P+4R = 31
Equation 2, weight:
P+R = 7
=> R = P-7
Plug in eq 1 with the eq 2 obtained:
5P + 4(P-7) = 31
Archived Topic
Hi there,
This topic has been closed and archived due to inactivity or violation of community quality standards. No more replies are possible here.
Still interested in this question? Check out the "Best Topics" block above for a better discussion on this exact question, as well as several more related questions.