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Note: Answer All the Questions 01- Fill in the blank for the following statements 1- The cylindrical coordinates (2.².1) is represented in Cartesian coordinates..

Note: Answer All the Questions 01- Fill in the blank for the following statements 1- The cylindrical coordinates (2.².1) is represented in Cartesian coordinates..

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section: Chapter Questions
Problem 17T
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Note: Answer All the Questions 01- Fill in the blank for the following statements 1- The cylindrical coordinates (2.3.1) is represented in Cartesian coordinates... 2- The order of equation 4y"" +2(y")55xy = 0 is.. 3- The normal unit vector perpendicular on vector à and vector B is. 4- The graph of the rose curve r = 2cos30 has........ petals 5- Two non-zero vectors ū and are said to parallel if. 6- The equation M(x.y)dx + N(x.y)dy = 0 is said to be exact if and only if 7- The area of the (bounded) region between the line y = x and the curve y = x² in the first quadrant is 8- The solution of differential equation y" + 4y = 0 is. 9- The graph of the curve r = 1-2cos20 is symmetric with respect to the 10- Let z = -3+4i, the magnitude of z=
Transcribed Image Text:Note: Answer All the Questions 01- Fill in the blank for the following statements 1- The cylindrical coordinates (2.3.1) is represented in Cartesian coordinates... 2- The order of equation 4y"" +2(y")55xy = 0 is.. 3- The normal unit vector perpendicular on vector à and vector B is. 4- The graph of the rose curve r = 2cos30 has........ petals 5- Two non-zero vectors ū and are said to parallel if. 6- The equation M(x.y)dx + N(x.y)dy = 0 is said to be exact if and only if 7- The area of the (bounded) region between the line y = x and the curve y = x² in the first quadrant is 8- The solution of differential equation y" + 4y = 0 is. 9- The graph of the curve r = 1-2cos20 is symmetric with respect to the 10- Let z = -3+4i, the magnitude of z=
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