A chemist needs 190 milliliters of a 47% solution but has only 25% and 63% solutions available. Find how many milliliters of each that should be mixed to get the desired solution.
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OpenStudy (perl):
If we assume that
x = number of milliliters of 25% solution
y = number of milliliters of 63% solution
x + y = 190
.25x + .63y = 190 * .47
OpenStudy (destinyyyy):
Okay
OpenStudy (destinyyyy):
I match up the y's to cancel them out correct?
OpenStudy (perl):
yes, you can solve by substitution or elimination
OpenStudy (destinyyyy):
I got x=317.38 which cant be correct
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OpenStudy (perl):
x + y = 190
.25x + .63y = 190 * .47
multiply the second equation by 100. that will get rid of decimals.
x+y=190
25x + 63y = 8930
OpenStudy (destinyyyy):
x=-230 then I plug this into x+y=190
OpenStudy (perl):
x should be positive
OpenStudy (destinyyyy):
Yes ... For x+y=190 times it all by -63 to cancel out the ys ... But then I get -38x=8740
OpenStudy (perl):
Did you get this?
-63x -63y = -11970
25x + 63y = 8930
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