SOLUTION: A chemist has 2 alloys, 1 of which is 10% gold and 20% lead, and the other of which is 30% gold anf 35% lead. How many grams of each of the 2 alloys should be used to make an alloy
Algebra ->
Finance
-> SOLUTION: A chemist has 2 alloys, 1 of which is 10% gold and 20% lead, and the other of which is 30% gold anf 35% lead. How many grams of each of the 2 alloys should be used to make an alloy
Log On
Question 173061: A chemist has 2 alloys, 1 of which is 10% gold and 20% lead, and the other of which is 30% gold anf 35% lead. How many grams of each of the 2 alloys should be used to make an alloy that contains 63g of gold and 111g of lead? Answer by stanbon(75887) (Show Source):
You can put this solution on YOUR website! A chemist has 2 alloys, 1 of which is 10% gold and 20% lead, and the other of which is 30% gold anf 35% lead. How many grams of each of the 2 alloys should be used to make an alloy that contains 63g of gold and 111g of lead?
-----------------
Gold Equation: 0.10x + 0.30y = 63
Lead Equation: 0.20x + 0.35y = 111
-----------------------------------------
Use whatever method you know to solve this system to get:
x = 450 grams (amt of the 1st alloy in the final mixture)
y = 60 grams (amt of the 2nd alloy in the final mixture)
============================================================
Cheers,
Stan H.