Tìm tập xác địh của các hàm sô sau :
a) y= \(\dfrac{x-1}{x+2}\)
b) y= \(\dfrac{x-1}{x2-3x-4}\)
c)y= \(\dfrac{2x}{x2+x+1}\)
d) y= \(\sqrt{2x-4}\)
e) y= \(\sqrt{5-6x}\)
f) y= \(\sqrt{\dfrac{x+1}{x-2}}\)
g) y= \(\sqrt{x-1}\) + \(\sqrt{3-x}\)
h) y=\(\dfrac{3}{\sqrt{x-5}}\)
i) y= \(\sqrt{x-1}\) + \(\sqrt{2x-1}\)
k) y= \(\sqrt{2-x}\) + \(\sqrt{3-x}\)
l) y= \(\dfrac{2}{\left|x\right|-3}\)
m) y= \(\dfrac{3x}{x-3}\)+ \(\sqrt{x+2}\)
a. R / \(\left\{-2\right\}\)
b. R / \(\left\{4;-1\right\}\)
c. R ( mẫu luôn > 0 )
d. \(\left(2;+\infty\right)\)
e. \(\left(-\infty;\dfrac{5}{6}\right)\)
f. \(\left(2;+\infty\right)\)
g. \(\left(1;3\right)\)
h. \(\left(5;+\infty\right)\)
i. \(\left(1;+\infty\right)\)
k. \(\left(-\infty;2\right)\)
l. R/\(\left\{\pm3\right\}\)
m. \(\left(-2;+\infty\right)/\left\{3\right\}\)