thank you

2. Referring to the text book, page 172 and the three properties of the I function listed beneath its definition, 13 completely simplify I() and use this and the formula n II(21 - 1) = (2n)! 2nn! i=1 to compute the precise value of the integral edx (HINT: I didn't pick this integral out of thin air, so think about how to simplify the integrand and compare it to your work in the first step.) n (Remark: The notation |f(i) = f(1)f(2) . .. f(n), that is, the product of the formula f(i) evaluated for i i=1 from 1 through n, so the formula in the problem computes the product of the first n odd numbers.) (Remark: You can leave your answers in terms of factorials and products. Please do not use a super computer to print out some number I didn't anticipate.)