f(x,y) = arcsin( x² +y² -1 )+/x² +y² -1 find the domain of f function (0) D(x,y)={(x,y)| 1

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.3: Algebraic Expressions
Problem 20E
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f (x,y) = arcsin( x² +y² -1)+/x² +y² -1
find the domain of f function
D(x,y)={(,y)| 1< x² -y²<2}
(b) D(x,y)={(x,y)| 05 x²+y² si}
(х,
(6) D(x,y)={(x,y)| 1<x² +y?s2}
+y<2
(d) D(x.y)={(x,y)| 1<x²+y? s2}
(0) D(x,y)={(x,y)] 0<x
² +y² s1}
2
Transcribed Image Text:f (x,y) = arcsin( x² +y² -1)+/x² +y² -1 find the domain of f function D(x,y)={(,y)| 1< x² -y²<2} (b) D(x,y)={(x,y)| 05 x²+y² si} (х, (6) D(x,y)={(x,y)| 1<x² +y?s2} +y<2 (d) D(x.y)={(x,y)| 1<x²+y? s2} (0) D(x,y)={(x,y)] 0<x ² +y² s1} 2
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