Suppose that and , where is a real number. Prove each statement.

Question

Suppose that   and ,                where              is a real number. Prove each statement.

auravmitta · Answer

Hey please find the Answer in the attached Doc Sheet.
So We can use property 2 and 3 in this case
a)      a) As you can see from property :2
 lim[f(x)] +lim[g(x)] 
=  &infin; + C  = &infin;
b)    b) From property 3.
 = C*&infin;
 
So if C>0
Then Answer would be positive infinity
c)    c) If C<0
 
 
Then in that case the answer would be negative infinity.

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Suppose that and , where is a real number. Prove each statement.

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