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Mathematics, 28.10.2019 21:31 samanthabutryn

Then we evaluate the expression at the upper and lower bounds and take the limit as a β†’ 0+. lim aβ†’0+ βˆ’ 51xβˆ’4 4 1 a = lim aβ†’0+ 51 4 aβˆ’4 βˆ’ 51 4 = incorrect: your answer is incorrect.

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Then we evaluate the expression at the upper and lower bounds and take the limit as a → 0+. lim a→0+...
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