SOLUTION: An alloy that is 50% gold is to be combined with an alloy that is 75% gold to produce 20 ounces of an alloy that is 60% of gold. How many ounces of each alloy must be used?
Algebra.Com
Question 417308: An alloy that is 50% gold is to be combined with an alloy that is 75% gold to produce 20 ounces of an alloy that is 60% of gold. How many ounces of each alloy must be used?
Answer by mananth(16946) (Show Source): You can put this solution on YOUR website!
percent ---------------- quantity ounces
50 ---------------- x
75 ---------------- 20-x
60.00% ---------------- 20
,,,,
50x+75(20-x)=60* 20
50x+1500 -75x=1200
50x-75x =1200-1500
-25x=-300
/-25
x=12 ounces 50%
8 ounces 75%
RELATED QUESTIONS
How many grams of an alloy that is 70% gold should be melted with 20 grams of an alloy... (answered by jsmallt9)
How many grams of an alloy that is 70% gold should be melted with 20 grams of an alloy... (answered by stanbon)
A goldsmith has 60 pounds of an alloy that is 50% pure gold. How many pounds of an alloy... (answered by Fombitz)
A goldsmith has 80g of an alloy that is 50% pure gold. How many grams of an alloy that is (answered by mananth)
A goldsmith has two gold alloys. The first alloy is 20% gold; the second alloy is 60%... (answered by anteater)
AN alloy containing 40% gold and an alloy containing 70% gold are to be mixed to produce... (answered by Maths68)
A goldsmith has two gold alloys. The first alloy is 20% gold and the second alloy is... (answered by ikleyn)
Brianna has an alloy containing 10% gold. Emma has 1/2 ounces of an alloy
containing 71% (answered by galactus)
Samuel has an alloy containing 11% gold. Taylor has 1/2 ounces of an alloy containing 70% (answered by ankor@dixie-net.com)