MAT 301 Analysis 1 Exam 2022

About this paper

MAT 301: University of Buea, End-of-Semester Examination (09-02-2022, 2hrs; near-duplicate of several Paper 7/9 sub-questions): definitions; True/False on the differential formula for C^1 functions; Euler's theorem (R^3 case); the recurring Lagrange-multiplier optimization of 3x+y on a circle; the same flagged figure-based level-set critical-point classification as Paper 7; double integral definition; statements of the Divergence, Green's, and Stokes' Theorems; physical meaning of divergence and curl for fluid/rotating-body velocity fields.