Level:
Project ID:
9000079101
Accepted:
1
Clonable:
0
Easy:
0
Find the intervals of monotonicity for the following function.
\[
f(x)= \frac{3x + 1}
{2x - 5}
\]
Decreasing on \(\left (-\infty ; \frac{5}
{2}\right )\)
and \(\left (\frac{5}
{2};\infty \right )\).
Decreasing on \(\left (-\infty ; \frac{5}
{2}\right )\cup \left (\frac{5}
{2};\infty \right )\).
Decreasing on \(\left (-\infty ; \frac{5}
{2}\right )\),
increasing on \(\left (\frac{5}
{2};\infty \right )\).
Increasing on \(\left (-\infty ; \frac{5}
{2}\right )\),
decreasing on \(\left (\frac{5}
{2};\infty \right )\).