State the double integral S S (x² – y²) dæ dy where R is the R region in bounded by |æ| + |y| < 7 with proper uv- transformation. i. integrand function I ii. the limits of u iii. the limits of v

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
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Author:Bruce Crauder, Benny Evans, Alan Noell
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ChapterA: Appendix
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State the double integral S S (x² – y²) dæ dy where Ris the
region in bounded by |æ| + |y| < 7 with proper uv-
transformation.
i. integrand function |
ii. the limits of u
iii. the limits of v
O i. uv/2 ii. -7 sus 7 ii. -7 < v < 7
i. 5 ii. 0 sus 49 i. 0 s v s 49
i. uv ii. 0 sus 49 ii. 0 s vs 49
O i. 2 ii. 0 sus 7 i. 0 s v 37
O i. u+v ii. 0 sus 7 ii. 0 s v s 49
Transcribed Image Text:State the double integral S S (x² – y²) dæ dy where Ris the region in bounded by |æ| + |y| < 7 with proper uv- transformation. i. integrand function | ii. the limits of u iii. the limits of v O i. uv/2 ii. -7 sus 7 ii. -7 < v < 7 i. 5 ii. 0 sus 49 i. 0 s v s 49 i. uv ii. 0 sus 49 ii. 0 s vs 49 O i. 2 ii. 0 sus 7 i. 0 s v 37 O i. u+v ii. 0 sus 7 ii. 0 s v s 49
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