(a) The graph of y =f(x) is shown. Translate it to get the graph of y = f(x+4). (b) The graph of y = g (x) is shown. Translate it to get the graph of y = g (x) +3. Part (a) ? 6- 4- 2- (3, 0) -6 -4. -2 4 6. -2- -6+

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Translate each graph as specified below.
(a) The graph of y =f (x) is shown. Translate it to get the graph of y =f(x+4).
(b) The graph of y = g (x) is shown. Translate it to get the graph of y = g(x) +3.
Part (a)
Part (b)
8-
8-
(3, 0)
voto)
-6
-6-
-8-
Transcribed Image Text:Translate each graph as specified below. (a) The graph of y =f (x) is shown. Translate it to get the graph of y =f(x+4). (b) The graph of y = g (x) is shown. Translate it to get the graph of y = g(x) +3. Part (a) Part (b) 8- 8- (3, 0) voto) -6 -6- -8-
For each equation, determine whether its graph is symmetric with respect to the x-axis, the y-axis, and the origin.
Check all symmetries that apply.
2
y = x + 7
xy +7 = 0
Symmetry:
Symmetry:
]x-axis Oy-axis
origin
х-аxis 0y-axis
origin
none of the above
none of the above
?
Transcribed Image Text:For each equation, determine whether its graph is symmetric with respect to the x-axis, the y-axis, and the origin. Check all symmetries that apply. 2 y = x + 7 xy +7 = 0 Symmetry: Symmetry: ]x-axis Oy-axis origin х-аxis 0y-axis origin none of the above none of the above ?
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