Consider the following limit 77-7x|x² - 11x| |x² - 121|-72 We can simplify this limit by rewriting it as an expression without absolute values as follows lim x-7 We can then cancel off a common factor in the numerator and denominator, thus simplifying our limit to lim x-7 lim x-7 lim x-7 We can then evaluate the limit directly and find that its value is 77-7x|x² - 11x| |x²-121-72 | 2/7

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