Let f be a function that is defined on the interval [-1,1] so that f(x) = image attachment.  Show that f is continious on the entire interval [-1, 1]

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Chapter2: Second-order Linear Odes
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Let f be a function that is defined on the interval [-1,1] so that f(x) = image attachment. 

Show that f is continious on the entire interval [-1, 1]

Show that f has an absolute maximimum in the interval [-1,1]

c) = {sº² (sin + + cus + )
f(x) =
[x² (sin ¹+cos ¹) x[-1,0) U (0,1]
x = 0.
Transcribed Image Text:c) = {sº² (sin + + cus + ) f(x) = [x² (sin ¹+cos ¹) x[-1,0) U (0,1] x = 0.
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