Question

suppose lim[x:4,f(x)=4] and lim[x:4,g(x)= -2], find, lim[x:4,f(x)]

Answer 1

@adosa Hi,

\(\huge \color{red}{\text{Welcome to Open Study}}\ddot\smile\)

are you sure you need, lim[x:4,f(x)] ??
because as per your question, you are given lim[x:4,f(x)]=4

Answer 2

yes

Answer 3

suppose lim[x:4,f(x)=4] and lim[x:4,g(x)= -2], find,
lim[x:4,xf(x)]

Answer 4

okk, so you need
\(\lim \limits_{x \rightarrow 4}x f(x)\)

Answer 5

yes

Answer 6

from \(\lim \limits_ {x\rightarrow 4}f(x)=4 , \\ \implies f(4)=4\)

Answer 7

so, \(\lim \limits_{x \rightarrow 4}x f(x)= 4 f(4)=.... ?\)

Answer 8

suppose lim[x:4,f(x)=4] and lim[x:4,g(x)= -2], find,
lim[x:4,g(x)/f(x)-1]

Answer 9

did you get the answer to lim[x:4,xf(x)] ??

Answer 10

4 right?

Answer 11

no... 4 f(4) = 4*4 =16

Answer 12

ok

Answer 13

thanks

Answer 14

suppose lim[x:4,f(x)=4] and lim[x:4,g(x)= -2], find,
lim[x:4,g(x)/f(x)-1]