Project ID:
5000000026
Accepted:
Template:
Question:
Pro každou z nerovnic označte její množinu řešení.
Question Row 1:
$2^x > 1$
Answer Row 1:
*$(0;\infty)$, $(-\infty;0)$, $\langle0;\infty)$, $(-\infty;0\rangle$
Question Row 2:
$\left(\frac12\right)^x\geq1$
Answer Row 2:
$(0;\infty)$, $(-\infty;0)$, $\langle0;\infty)$, *$(-\infty;0\rangle$
Question Row 3:
$1 > 3^{x-1}$
Answer Row 3:
$(1;\infty)$, *$(-\infty;1)$, $\langle1;\infty)$, $(-\infty;1\rangle$
Question Row 4:
$25 > 5^x$
Answer Row 4:
$(2;\infty)$, *$(-\infty;2)$, $\langle2;\infty)$, $(-\infty;2\rangle$
Question Row 5:
$\left(\frac13\right)^x < \frac13$
Answer Row 5:
*$(1;\infty)$, $(-\infty;1)$, $\langle1;\infty)$, $(-\infty;1\rangle$
Question Row 6:
$\left(\frac56\right)^x < \frac65$
Answer Row 6:
*$(-1;\infty)$, $(-\infty;-1)$, $\langle-1;\infty)$, $(-\infty;-1\rangle$
Question Row 7:
$\left(\frac16\right)^x\leq36$
Answer Row 7:
$(-2;\infty)$, $(-\infty;-2)$, *$\langle-2;\infty)$, $(-\infty;-2\rangle$
Question Row 8:
$\frac12 > 2^{2-x}$
Answer Row 8:
*$(3;\infty)$, $(-\infty;3)$, $\langle3;\infty)$, $(-\infty;3\rangle$
Tex:
% tiket 32697
\pocetsloupcu{4}