Let f(x, y) = + tan(xy – x³) , findayəx"x-4y5a.80y4(x- 4y5)3+ sec2(xy – x³)(1+ (xy – 3x³) tan(xy-x))O b.80y4+ sec (xy – x)(1+(2xy – 6x³) tan(xy – x'))(x – 4y5)3OC.80y4+ sec?(xy – x³)(1 + (xy – 3x³) tan(xy – x³))(x- 4y5)3d.80y4+ sec?(xy – x³)(1 + (2xy – 6x³) tan(xy –x³))a –(x – 4y5)3

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Let f(x, y) = + tan(xy – x³) , find дудх x-4y5 O a. 80y4 + sec2(xy – x³)(1+ (xy – 3x³) tan(xy – x³)) (x- 4y5)3 | Ob. 80y* + sec2(xy – x³)(1+(2xy – 6x³) tan(xy – x³)) (x- 4y5)3 80y4 + sec?(xy – x)(1 + (xy – 3x³) tan(xy – x')) (x - 4y5)3 O d. 80y4 (x – 4y5)3 + sec?(xy – x³)(1 + (2xy – 6x³) tan(xy –x³))

Let f(x, y) = + tan(xy – x³) , find дудх x-4y5 O a. 80y4 + sec2(xy – x³)(1+ (xy – 3x³) tan(xy – x³)) (x- 4y5)3 | Ob. 80y* + sec2(xy – x³)(1+(2xy – 6x³) tan(xy – x³)) (x- 4y5)3 80y4 + sec?(xy – x)(1 + (xy – 3x³) tan(xy – x')) (x - 4y5)3 O d. 80y4 (x – 4y5)3 + sec?(xy – x³)(1 + (2xy – 6x³) tan(xy –x³))

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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