B babyduckee New member Joined Sep 28, 2006 Messages 3 Sep 28, 2006 #1 How many gallons of 65% antifreeze and how many gallons of 20% antifreeze should be mixed to obtain 50 gallons of a 56% mixture of antifreeze?
How many gallons of 65% antifreeze and how many gallons of 20% antifreeze should be mixed to obtain 50 gallons of a 56% mixture of antifreeze?
skeeter Elite Member Joined Dec 15, 2005 Messages 3,216 Sep 28, 2006 #2 let x = amount of 65% antifreeze 50-x = amount of 20% antifreeze x(.65) + (50-x)(.20) = (50)(.56) solve for x and 50-x
let x = amount of 65% antifreeze 50-x = amount of 20% antifreeze x(.65) + (50-x)(.20) = (50)(.56) solve for x and 50-x
B babyduckee New member Joined Sep 28, 2006 Messages 3 Sep 28, 2006 #3 so I broke it down after that to: x(.65)+(50-x)(.20)=28 then: x(.13)+(50-x)=28 Is this correct so far? If so what should i do next
so I broke it down after that to: x(.65)+(50-x)(.20)=28 then: x(.13)+(50-x)=28 Is this correct so far? If so what should i do next
skeeter Elite Member Joined Dec 15, 2005 Messages 3,216 Sep 28, 2006 #4 Is this correct so far? Click to expand... no. x(.65) + (50-x)(.20) = (50)(.56) .65x + 10 - .20x = 28
Is this correct so far? Click to expand... no. x(.65) + (50-x)(.20) = (50)(.56) .65x + 10 - .20x = 28
B babyduckee New member Joined Sep 28, 2006 Messages 3 Sep 28, 2006 #5 ooooh I see. Thank You! I got it from there