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Stockmoose16
- Master | Next Rank: 500 Posts
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To receive a driver license, sixteen year-olds at Culliver High School have to pass both a written and a practical driving test. Everyone has to take the tests, and no one failed both tests. If 30% of the 16 year-olds who passed the written test did not pass the practical, how many sixteen year-olds at Culliver High School received their driver license?
(1) There are 188 sixteen year-olds at Culliver High School.
(2) 20% of the sixteen year-olds who passed the practical test failed the written test.
Can someone show me how correctly solve this problem using a double-set matrix? I got the following numbers:
Pass Practical Fail Practical Total
Pass written .7x=.8Y .3x X
Fail written .2Y 0 .2y
Total Y .3x 188
From this info, we know:
X= .8Y/.7
But is it accurate to say Y+.3X=188? (the bottom total from left to right)? I think it should be X+Y=188, but I'm not sure why, since this is a double set matrix, and each line should add up.
Any insight is appreciated.
(1) There are 188 sixteen year-olds at Culliver High School.
(2) 20% of the sixteen year-olds who passed the practical test failed the written test.
Can someone show me how correctly solve this problem using a double-set matrix? I got the following numbers:
Pass Practical Fail Practical Total
Pass written .7x=.8Y .3x X
Fail written .2Y 0 .2y
Total Y .3x 188
From this info, we know:
X= .8Y/.7
But is it accurate to say Y+.3X=188? (the bottom total from left to right)? I think it should be X+Y=188, but I'm not sure why, since this is a double set matrix, and each line should add up.
Any insight is appreciated.












