find-the-value-of-limx0-and-nbspfxdisplaystylelimxto0text-fleftxright-given-that-c4469948

Question

Find the value of lim⁡x→0 f(x){\displaystyle\lim_{x	o0}}	ext{ }f\left(xight) given that lim⁡x→3(2x lim⁡x→0f(x))=−12{\displaystyle\lim_{x	o3}}\left(2x	ext{ }{{\displaystyle\$$lim_{x	o0}f$$\left(xight)}}ight)=-12.

Accepted Answer

−2-2

Answer

11

Answer

33

Answer

−4-4

Find the value of limx→0 f(x){\(\displaystyle\]\lim\)_{x\(\to\)0}}\(\text{ }\)f\(\left\)(x\(\right\)) given that limx→3(2x limx→0f(x))=−12{\(\displaystyle\]\lim\)_{x\(\to\)3}}\(\left\)(2x\(\text{ }{{\displaystyle\lim_{x\to0}\)f\(\left\)(x\(\right\))}}\(\right\))=-12.

Find the value of $lim over x right arrow 0 f of x$ given that $\lim_{x \to 3} (2 x \lim_{x \to 0} f (x)) = - 12$ .