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Bunuel
An oculist charges $30.00 for an eye examination, frames, and glass lenses, but $42.00 for an eye examination, frames, and plastic lenses. If the plastic lenses cost four times as much as the glass lenses, how much do the glass lenses cost?

A. $2
B. $4
C. $5
D. $6
E. $8

Let cost of eye examination = E
Frames = F
glass lenses = G
plastic lenses = P

E+F+G = 30
E+F+P = 42
P = 4G
P-G = 12
G = 4

Answer B
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Bunuel
An oculist charges $30.00 for an eye examination, frames, and glass lenses, but $42.00 for an eye examination, frames, and plastic lenses. If the plastic lenses cost four times as much as the glass lenses, how much do the glass lenses cost?

A. $2
B. $4
C. $5
D. $6
E. $8

We can let e = the cost for the exam, f = the cost for the frames, g = the cost for the glass lenses, and p = the cost for the plastic lenses. We can create two equations:

30 = e + f + g

and

42 = e + f + p

Subtracting the first equation from the second, we have:

12 = p - g

We also know that p = 4g; thus:

12 = 4g - g

12 = 3g

4 = g

Answer: B
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Hello from the GMAT Club BumpBot!

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