MATH 2414 Calculus II Technology Project In this project, you will use spreadsheet software [either Microsoft Excel or Google Sheets, please] or Desmos.com to explore the Sine Integral function Silix] = J. sinc[t]dt, where sinct) = {Sing} Ht' : : g. a 1' By using the l'ii'lidpointr Trapezoid, and Simpson's Rules with \"n = 21!], you will approximate the value of SEE]. You will also use a Taylor Series representation of Si[x] to approximate Si[5]. Answer the questio ns below [either print this page or write or type on your own document}. You will need to submit your answers as well as your spreadsheet andfor DE mos graph link. Make sure that your spreadsheetfnesmos graph is very well-organized so that I can look at it to see how you performed each calculation. If you need help using the tec hnologyy see me in ofce hours ask your classmates, see a tutor, or seek tutorials on the internet. 1. Use the Midpoint Rule to approximate 51(5) with n = 21!]. 1ul'ul'rite the approximation here with at least 3 digits after the decimal. 2. Use the Trapezoid Rule to approximate ELLIS) with n = ID. Write the approximation here with at least 3 digits after the decimal. 3. Use Simpson's Rule to approximate SEE) with n. = 20. Write the approximation here with at least 8 digits after the decimal