Find əzləx of z = tan-1(x²y) + tan¬1(xy2). v² dz dx 1+x*y?° 1+x*y* ху 4,2 2,,4 dz 2ху 2y? Əx " 1+x*y² * 1+x*yA əx 4,2 2,4 y? 2,4 1+x*y²°1+x?y* dz о дг 2y o əz 2ху 1+ x*y?°1+x?y* 4,2 2,4

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section: Chapter Questions
Problem 39RE
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Find azləx of z = tan(x-y) + tan"(xy2).
O dz
ху
1+x*y? 1+x?y*
+
4,2
dx
1 +x<y*
2,4
2y?
1 + x?y4
dz
2ху
+
дх
1+x*y?
4,2
,2,4
O dz
Əx
2y
1+x*y?
4,,2
1 +
2,,4
az
2xy
1 + x*y?
+
dx
1+ x*y*
4,,2
2,,4
Transcribed Image Text:Find azləx of z = tan(x-y) + tan"(xy2). O dz ху 1+x*y? 1+x?y* + 4,2 dx 1 +x<y* 2,4 2y? 1 + x?y4 dz 2ху + дх 1+x*y? 4,2 ,2,4 O dz Əx 2y 1+x*y? 4,,2 1 + 2,,4 az 2xy 1 + x*y? + dx 1+ x*y* 4,,2 2,,4
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