Calc III Midterm 1 Solutions. March 2019. 1. (a) Compute ||u||, ||v||, and u · v, where u = −i + j + k, v = i − j + k ∈ R3. Solution. ||u|| = p. 12 + 12 + 12 ... |
Calculus III: Practice Midterm I. Name: • Write your solutions in the space provided. Continue on the back if you need more space. • You must show your work ... |
MATH 222(Calculus III) Mid-Term Test. This is a mock (i.e., practice) exam! 1. Test the following series for convergence (absolute or conditional) or diver-. |
The exam is worth a total of 100 points (each problem is worth. 20 points). Be sure to go on to subsequent problems even if there is some part you cannot do. |
(20 points) Find an equation of the line that contains (−3, −3, 1) and is perpendicular to the plane 2x − 3y + 4z = 7. |
TIME ALLOWED: 50 MINUTES. TOTAL MARKS: 100. NO AIDS ALLOWED. WRITE SOLUTIONS ON THE SPACE PROVIDED. PLEASE READ THROUGH THE ENTIRE TEST BEFORE STARTING. |
On Studocu you find all the lecture notes, summaries and study guides you need to pass your exams with better grades. |
Problem 3. Consider the plane 2x - 3y - z = -7. Let P(7,-2,-1) be a point. (a) Find a parametric equation of the line through P orthogonal to the plane. |
Midterm I Study Guide for Calculus III. Vector Algebra: 1. The length of a vector and the relationship to distances between points. 2. Addition, subtraction ... |
The exam contains 5 problems. • The last page is the formula sheet, which you may detatch. • Good luck! Question Points Score. 1. |
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