If two typists can type two pages in two minutes, how many typists will it take to type 18 pages and 6 minutes?
2 typist can type 2 pages in 2 minutes
2 typists can type 6 pages in 6 minutes
6 typists can type 18 pages in 6 minutes
To find the number of typists required to type 18 pages in 6 minutes, we need to determine the rate at which the typists can type.
First, we establish a baseline ratio by considering the initial information given: two typists, two pages, and two minutes. We can represent this information as a ratio using the formula `rate = work / time`.
Rate of two typists = 2 pages / 2 minutes = 1 page per minute.
Now, let's use this rate to determine the number of typists required to type 18 pages in 6 minutes.
Rate required = 18 pages / 6 minutes = 3 pages per minute.
Since we already know that the rate of two typists is 1 page per minute, we can divide the required rate by the rate of two typists to find the number of typists needed.
Number of typists required = Rate required / Rate of two typists = 3 pages per minute / 1 page per minute = 3 typists.
Therefore, it will take three typists to type 18 pages in 6 minutes.