Read the following SAT test question, then click on a button to select your answer.
A machine can insert letters in envelopes at the rate of 120 per minute. Another machine can stamp the envelopes at the rate of 3 per second. How many such stamping machines are needed to keep up with 18 inserting machines of this kind?
A 12
B 16
C 20
D 22
E 24
Answer is A
Here's Why:
First you can change 1 minute to 60 seconds so that the ratios are both in envelopes per second. One inserting machine inserts letters at the rate of 120 per 60 seconds, or 2 per second. So 18 machines would insert 36 letters per second.
Let x be the number of stamping machines needed to keep up with 18 inserting machines. Then, since one machine stamps 3 envelopes per second, x machines stamp 3x envelopes per second. You can write the equation 3x = 36, which gives x = 12.
Difficulty: Medium
Question Type: Standard Multiple Choice
(Mathematics)
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