MATH 100 Midterm: MATH100 Midterm 2 2014 Spring

• School: Simon Fraser University
• Department: Mathematics
• Course: MATH 100
• Professor: All

Document Summary

Instructor: pooja pandey family name given name (please print) student number. If you need additional space, use the back of the previous page and clearly state the problem number. 50: (a) show that 2125 > 32 (cid:1) 1036. [2] (c) find a number b such that logb 64 = 3. Math 100: find all numbers x that satisfy the given equation. [3] (a) log2(x + 5) (cid:0) log2(x (cid:0) 1) = 16. [4: find all asymptotes of f (x) = x(cid:0)2 x2(cid:0)x(cid:0)2. [2] (a) suppose f (x) = 7 (cid:2) 23x. Find a number b such that the graph of logb f has slope 1 [2] (b) find all numbers t such that (t; 1=2) is a point on the unit circle. [4: find the area inside the ellipse in the xy-plane determined by the given equation. 4x2 + 6y2 = 1: find all points of intersection of the line line y = x (cid:0) 1 with the circle.