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Find beR so that 4x² dy – 2xy dæ = 145, Nhere C is the segment (1, –5) a (-2, –3), followed by the part y =1-x² x = -2 a x = (2, —3) а (4, 6). 2, followed by the segment of %3D Choose an alternative: a. None of the alternatives b. 1 C. –5 d. -3 е. 2 f. 0

Find beR so that 4x² dy – 2xy dæ = 145, Nhere C is the segment (1, –5) a (-2, –3), followed by the part y =1-x² x = -2 a x = (2, —3) а (4, 6). 2, followed by the segment of %3D Choose an alternative: a. None of the alternatives b. 1 C. –5 d. -3 е. 2 f. 0

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.5: Systems Of Linear Equations In More Than Two Variables
Problem 42E
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Find beR so that | 4a" dy – 2zy dz = 145, Where C is the segment (1, –5) a (-2, –3), followed by the part y =1-x² x = -2 a x = 2,followed by the segment of (2, -3) а (4, 5). Choose an alternative: a. None of the alternatives b. 1 с. —5 d. –3 e. 2 f. 0
Transcribed Image Text:Find beR so that | 4a" dy – 2zy dz = 145, Where C is the segment (1, –5) a (-2, –3), followed by the part y =1-x² x = -2 a x = 2,followed by the segment of (2, -3) а (4, 5). Choose an alternative: a. None of the alternatives b. 1 с. —5 d. –3 e. 2 f. 0
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