T thisyearsdude New member Joined Sep 13, 2005 Messages 5 Sep 13, 2005 #1 How many quarts of a pure solution must be added to 5% solution to get 4 quarts of a 14.5% solution ?? thnx for any solutions.
How many quarts of a pure solution must be added to 5% solution to get 4 quarts of a 14.5% solution ?? thnx for any solutions.
stapel Super Moderator Staff member Joined Feb 4, 2004 Messages 16,550 Sep 13, 2005 #2 Why is this posted to calculus...? Using algebraic methods: . . . . .quarts solution: . . . . .5%: x . . . . .pure: 4 - x . . . . .mix: 4 . . . . .percent solute: . . . . .5%: 0.05 . . . . .pure: 1 . . . . .mix: 0.04 . . . . .quarts solute: . . . . .5%: 0.05(x) . . . . .pure: ...? . . . . .mix: ...? Add the inputs, set equal to the output, and solve. Eliz.
Why is this posted to calculus...? Using algebraic methods: . . . . .quarts solution: . . . . .5%: x . . . . .pure: 4 - x . . . . .mix: 4 . . . . .percent solute: . . . . .5%: 0.05 . . . . .pure: 1 . . . . .mix: 0.04 . . . . .quarts solute: . . . . .5%: 0.05(x) . . . . .pure: ...? . . . . .mix: ...? Add the inputs, set equal to the output, and solve. Eliz.
G Guest Guest Sep 13, 2005 #3 Let x be the amount of pure solution then you will have (4-x) of the 5% solution (100%) x + (5%) (4-x) = (14.5%) (4) x +0.05 (4-x) =0.145 (4) solve for x.....
Let x be the amount of pure solution then you will have (4-x) of the 5% solution (100%) x + (5%) (4-x) = (14.5%) (4) x +0.05 (4-x) =0.145 (4) solve for x.....