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If 2x = 5, 3y = 4, and 4z = 3, what is the value of 24xyz ? a.12 b.18 c.36 d.48 e.60
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e.60
\[2x \times 3y \times 4z = 5 \times 4 \times 3 \rightarrow 24xyz=60\] Hence option e is correct
I still don't get why you would assume the equation of 2x x 3y x 4z is pertinent to anything. and what does the 24 have to do with anything. In a standard algebra wouldn't you substitute x=5/2 and y=4/3 and z=3/4 and multiply that all by the 24 to get a number just a little shy of 10?
Since you had to find the value of 24xyz and not of xyz. That's why i multiplies 2x x 3y x 4z and did not substitute x=5/2 and y=4/3 and z=3/4 in the problem.
Sorry, I'm not getting any logic behind this one.
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