The number \(n\) of units of its product that Company \(X\) is scheduled to produce in month \(t\) of its next fiscal year is given by the formula \(n=\dfrac{900}{1+c^{2-t}},\) where \(c\) is a constant and \(t\) is a positive integer between \(1\) and \(6,\) inclusive. What is the number of units of its product that Company \(X\) is scheduled to produce in month \(6\) of its next fiscal year?

(1) Company \(X\) is scheduled to produce \(180\) units of its product in the month \(1\) of its next fiscal year.
(2) Company \(X\) is scheduled to produce \(300\) units of its product in the month \(2\) of its next fiscal year.

Answer: D

Source: GMAT Prep