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Let f be the function defined below. f(x)={(e^(bx) for x 3):} For what values of b is f continuous at x=3 ?

Let f be the function defined below. 

f(x)={(e^(bx) for x<=3),((2)/(3)x+b for x>3):}

For what values of b is f continuous at x=3 ?

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For f to be continuous at x3 the following equation must hold true ebx 23x b Taking the limit ... blur-text-image

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