a) a fonction f (x)y) is homogeneous of degree 7 in X and y it and only it, 3 b.) The function f(xy) - 5x2-Zy²: 8xt3y homogeneous in x and y of degree is %3D c) The function f Cxy) • Px* J4x*+3y* is homogeneous in x and y of degre dy The function f(xy)-(r*r2y) exp G 18xy is homogencous in X and of degree.

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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a) a fonction f (xy) is homogeneo US
of degree 7 in x and y it and
only it,.
b.) The functionfexv)- 5x2-Zy° is
8xt3y
of degre
is
homogeneous in x and
c) f Cx.y) - Px* J4x*+3y"
The function
is homogeneous in x and y of
degree-
d) The function f(xy) •(^*r2y) exp
G +8xy is homogeneous in
x and y
2x
COUS
of degree
Transcribed Image Text:a) a fonction f (xy) is homogeneo US of degree 7 in x and y it and only it,. b.) The functionfexv)- 5x2-Zy° is 8xt3y of degre is homogeneous in x and c) f Cx.y) - Px* J4x*+3y" The function is homogeneous in x and y of degree- d) The function f(xy) •(^*r2y) exp G +8xy is homogeneous in x and y 2x COUS of degree
e) The function fx,y) •[*cs* ()y]
+(*) is homogeneous in x and
y of degree
2.
2.
IS
Transcribed Image Text:e) The function fx,y) •[*cs* ()y] +(*) is homogeneous in x and y of degree 2. 2. IS
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