MAC 2234 Midterm: Exam-1-Additional-Review-Problems-MAC-2234

• School: University of Florida
• Department: Math-Calculus & Precalculus
• Course: MAC 2234
• Professor: All

Document Summary

Disclaimer: this review is by no means complete. All the sections covered in module 1 of canvas will be on the exam: evaluate the integral. (x ex)2 dx (x2 + 2)2 dx. E (a) z 1 (b) z (c) z 1 (d) z ln(3x) dx (e) z e x (f) z e4 (g) z x2 + 1 (h) z 0 e pln(x) xex dx. X dx x x dx dx: determine whether the statement is true or false. Give a reason for your answer. (a) z 1. = 0 (b) the inde nite integral is another term for the family of all antiderivatives of a function. (c) the de nite integral of a function is always a positive value. (d) z f (x)dx = lim b z b. B f (x)dx: find the area of the region between the graphs of y = 5 x2 and y = x2.