Limit of \sin(\sqrt{x+2})-\sin (\sqrt{x+4}) \text{ as } x \to \infty

Kathleen Rausch

Kathleen Rausch

Answered question

2022-01-14

Limit of sin(x+2)sin(x+4)  as  x

Answer & Explanation

Becky Harrison

Becky Harrison

Beginner2022-01-15Added 40 answers

Original question:
sin(x+2+x+4)=sin(2x+2+x+4)sin(0)=0
Carl Swisher

Carl Swisher

Beginner2022-01-16Added 28 answers

You can rewrite it as follows:
limxsin(x+2(x+4)x+2+x+4)=limxsin(2x+2+x+4)=sin0=0

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