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(Solved): At which \( x \)-values does the derivative of \( f(x) \) below NOT exist? SELECT ALL THAT APPLY \ ...




At which \( x \)-values does the derivative of \( f(x) \) below NOT exist? SELECT ALL THAT APPLY
\( x=-6 \)
\( x=-5 \)
\( x=-2.5 \)
\( x=-1 \)
\( x=0 \)
\( x=1 \)
\( x=2.5 \)
\( x=3 \)
\( x=4 \)
At which \( x \)-values does the derivative of \( f(x) \) below NOT exist? SELECT ALL THAT APPLY \( x=-6 \) \( x=-5 \) \( x=-2.5 \) \( x=-1 \) \( x=0 \) \( x=1 \) \( x=2.5 \) \( x=3 \) \( x=4 \)


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Note that when in a graph of a curve there is a jump discontinuity that means the function is
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