![]() ![]() Repeat this process until you get the result. According to this rule of limits, the given function must be differentiated with respect to the independent variable and then substitute the value of limits again. When a function forms inf/inf, inf 0, or 0/0 form after putting the specific point of limits, then L’hopital’s rule of limits is used. Step III: Substitute m=4 in the above expression. Step II: Write limit notation with each function separately by using the difference rule of limits.
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