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MATH 1030 (4)
Midterm

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Department
Mathematics
Course
MATH 1030
Professor
Jeremy Balka
Semester
Fall

Description
Math 1030 Practice Midterm 3 Rules: You are permitted a single 8:5▯11 sheet of noteProblem 9 Lim x +2x▯7 = x!1 e and a free-standing calculator (not a phone or pad de- 5 vice). You must stow all other gear before the test starts. b) -1 c) ▯2 d) 0 e) 1 We will supply blue books. The test has two parts. The Lim x +4 ▯rst is multiple choice recorded on the scantron sheets.oblem 10 x!▯1 x +1 = The second requires you to work out problems on pa- 2 5 per. The test covers chapter 1, chapter 2, and section 1 Doesn’t exist b) 5 c) 5 d) 2 e) 2 of chapter 3. No consultation, other than questions to invigilators for clari▯cation of problems, is permitted. Work-out problems x ▯3x+2 Multiple Choice 1 mark each Problem 11 (4 marks) Suppose that f(x) = x▯1 . Make a table giving the value of f(x) for x = 0, 0.5, 0.8, p 2 Problem 1 Solve x ▯ 144 = 5. Then x = 0.9, 0.95, and 2.99 and then use the table to guess the value of Lim x ▯3x+2 a) ▯13 b) ▯12 c) ▯5 d) 0 or ▯11 e) 12 x!1 x▯1 x f(x) Problem 2 The line with slope m = ▯1 through the point (4,2) has y-intercept. 0 a) 7 b) 6 c) 5 d) 4 e) 3 0.5 Problem 3 Solve x ▯ 5x ▯ 6 = 0. Then x = 0.8 0.9 a) ▯1;▯6 b) 1;▯6 c) ▯1;6 d) 1,6 e) ▯2 0.95 P 1 5 Problem 4 The sequence n=0 (▯2)n has a sum of: 0.99
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