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0<х<50<х<50<х<5
(0; 5)\left(0;\ 5\right)(0; 5)
⌈0; 5⌉\lceil0;\ 5\rceil⌈0; 5⌉
(5; 0)\left(5;\ 0\right)(5; 0)
(−1; 7)\left(-1;\ 7\right)(−1; 7)
∣−1; 7∣\left|-1;\ 7\right|∣−1; 7∣
(7; −1)\left(7;\ -1\right)(7; −1)
х<−6х<-6х<−6
(−∞; −6)\left(-\infty;\ -6\right)(−∞; −6)
(−6; +∞)\left(-6;\ +\infty\right)(−6; +∞)
х>3х>3х>3
(3; +∞)\left(3;\ +\infty\right)(3; +∞)
(−∞; 3)\left(-\infty;\ 3\right)(−∞; 3)
Теңсіздік түрінде жазыңдар:
"Алма саны 15-тен артық емес"
х>15х>15х>15
х<15х<15х<15
х≤15х\le15х≤15
х≥15х\ge15х≥15
Тура теңсіздікті көрсетіңдер:
4<24<24<2
6<96<96<9
17>317>317>3
16,2<15,216,2<15,216,2<15,2
2х<82х<82х<8
(4; +∞)\left(4;\ +\infty\right)(4; +∞)
(−∞; 4)\left(-\infty;\ 4\right)(−∞; 4)
3+у>−23+у>-23+у>−2
(5; +∞)\left(5;\ +\infty\right)(5; +∞)
(−5; +∞)\left(-5;\ +\infty\right)(−5; +∞)
(−1; +∞)\left(-1;\ +\infty\right)(−1; +∞)
(−∞; 1)\left(-\infty;\ 1\right)(−∞; 1)
2х−5<12х-5<12х−5<1
(−∞; −3)\left(-\infty;\ -3\right)(−∞; −3)
(−3; +∞)\left(-3;\ +\infty\right)(−3; +∞)
4х+7>2х+14х+7>2х+14х+7>2х+1
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