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SOLVED:The factorial of a positive integer n can be computed as a product. n !=1 ·2 ·3 ·⋯·n Calculators and computers can evaluate factorials very quickly. Before the days of modern technology, mathematicians developed Stirling's formula for approximating large factorials. The formula involves the irrational numbers πand e. n ! ≈√(2 πn) ·n^n ·e^-n As an example, the exact value of 5 ! is 120, and Stirling's formula gives the approximation as 118.019168 with a graphing calculator. This is "off" b
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