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Trapezoid - Calculus - Solved Exam, Exams of Calculus

Dr. Bhim Rao Ambedkar UniversityCalculus

This is the Solved Exam of Calculus which includes Volume of Cylinder, Coordinates, Very Cold Freezer, Function Continuous, Vertical Window, Certain Function etc. Key important points are: Trapezoid, Common Geometric Shapes, Cylinder, Lateral Area, Graph, Interval, Compute, Graph, Visually Estimate, Antiderivative

Typology: Exams

2012/2013

Uploaded on 03/06/2013

ekna
ekna 🇮🇳

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75 documents

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| So luktan< Name__ W/O (OT aS Math 105: Fall 2012 Final Exam Read directions carefully and show all your work. Partial credit will be assigned based upon the correctness, completeness, and clarity of your answers. Correct answers without proper justitication or those that use unapproved short-cut methods will not receive full credit. If you use a calculator to help find an answer, you must write down enough information on what you have done to make your method understandable. Good Lueck! Formulas for Connnon Geometric Shapes * Circle: A= ar?, C = 2ar 0 Trapezoid: A= gh(br + bo) Cylinder: V =ar?h, lateral arca = 2arh 1. (12 points) The following is a graph of (x) on the interval [—4, 5]. y (a) Find lim /(2). 2. aoe (c) Use the graph to visually estimate f’(-2). gravs tomsend ley éskenrole a (a) Let A(x) = [ F(t) dé. Compute A(1.5). AL/2 A (68) aon = 3 (CRS) =[T 7