lim_(x->∞) (sqrt(4 x^2 + x) + (sqrt(9 x^2 - x) - 5 x)) = 1/12 can you help me to solve this?
+118608 lim_(x->∞) (sqrt(4 x^2 + x) + (sqrt(9 x^2 - x) - 5 x)) = 1/12
\( \displaystyle\lim_{x\rightarrow \infty}\;\;[\sqrt{4 x^2 + x}+ \sqrt{9 x^2 - x} - 5 x]= \frac{1}{12}\)
There is nothing to solve. This is either true or not true and it is not true
Have you written the question incorrectly?
