Question: Note that f is continuous on ( , 4 ) and ( 4 , ) . For the function to be continuous on ( ,

Note that f is continuous on (,4) and (4, ). For the function to be continuous on (, ), we need to ensure that as x approaches 4, the left and right limits match.
First we find the left limit.
limx4f(x)=limx4(cx2+5x)=

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