Raymond B. answered 02/05/22
50% is within 25 of 75
and within 50 of 0
you need 50/25 = 2 = twice as much 75 as pure water
500 = 2(250)
500(.75) + x(0) = (500+x).50
375 = 250 +.5x
.5x = 375-250 = 125
x = 125/.5 = 250 mL of pure water
Anth L.
asked 02/05/22You need a 50% alcohol solution. On hand, you have a 500 mL of a 75% alcohol mixture. How much pure water will you need to add to obtain the desired solution?
You will need
_____ mL of pure water
to obtain
______ mL of the desired 50% solution.
Raymond B. answered 02/05/22
50% is within 25 of 75
and within 50 of 0
you need 50/25 = 2 = twice as much 75 as pure water
500 = 2(250)
500(.75) + x(0) = (500+x).50
375 = 250 +.5x
.5x = 375-250 = 125
x = 125/.5 = 250 mL of pure water
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