9000002908
Level:
C
Find the intervals where the function
\(f(x) = \left |1 + \frac{1}
{x}\right |\) is an increasing
function. The function \(f\)
is graphed in the picture.
\([ - 1;0)\)
\((-\infty ;1] \)
\((-\infty ;0)\)
\((0;\infty )\)
C
9100004010
Level:
C
Identify a possible graph of the function
\(g\colon y ={\Bigl | |x - 1|- 1\Bigr |} - 1\).
9100026110
Level:
C
Identify the picture which shows the solution of the following equation.
\[
\frac{1}
{x - 1} = x
\]
The solution set is drawn in a red color.
9100033309
Level:
C
Identify the picture which shows the solution of the following inequality.
\[
\frac{1}
{x} > 1
\] The solution set is drawn in a red color.
9100026109
Level:
C
Identify the picture that shows the correct solution set of the following inequality. In each picture, the set of points corresponding to the solution set is marked in red.
\[
\frac{4}
{x}\leq x
\]
9100004009
Level:
C
Identify a possible graph of the function
\(g(x) ={\Bigl | |x - 2|- 1\Bigr |}\).
