Compute the limits. Justify your answer. a) \lim_{x\to\infty}\frac{16x^3-

geduiwelh

geduiwelh

Answered question

2021-10-16

Compute the limits. Justify your answer.
a) limx16x319x2+7x+115x210x319x+100
b) limxx5717x+29

Answer & Explanation

hajavaF

hajavaF

Skilled2021-10-17Added 90 answers

The limit of given function is computed directly by using some results
a) limx16x319x2+7x+115x210x319x+100=limx16x319x2+7x+1110x3+6x219x+100
=limxx3(1619x+7x2+11x3)x3(10+5x19x2+100x3)
=limx(1619x+7x2+11x3)10+5x19x2+100x3}
=1610=85
b) limxx57(17x+29)=limxx(x57x)x(17x+29x)=limx(x57x)(17x+29x)
limx(1x27)(17+29x)=017+0=0
limxx5717x+29=0
Jeffrey Jordon

Jeffrey Jordon

Expert2022-06-29Added 2605 answers

Answer is given below (on video)

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