Explicație pas cu pas:
1
Simplif {0}^{2002}02002 la 00.
{2023}^{0+{1}^{2018-0}}+{3}^{1}20230+12018−0+31
2
Simplificam 2018-02018−0 la 20182018.
{2023}^{0+{1}^{2018}}+{3}^{1}20230+12018+31
3
Simplificam {1}^{2018}12018 la 11.
{2023}^{0+1}+{3}^{1}20230+1+31
4
Simplificam 0+10+1 la 11.
{2023}^{1}+{3}^{1}20231+31
5
folosim regula de 1: {x}^{1}=xx1=x.
2023+{3}^{1}2023+31
6
folosim regula de 1 {x}^{1}=xx1=x.
2023+32023+3
7
Simplificam 2026
b)Simplif {3}^{2}32 to 99.
9+2\ori 5-72\div 99+2×5−72÷9
2
Simplif 2\ori52×5 la 1010.
9+10-72\div 99+10−72÷9
3
Simplif 72\div 972÷9 la 88.
9+10-89+10−8
4
Simplif 9+109+10 la 1919.
19-819−8
5
Simplif
11
c)ti am trimis poza
nu știu sigur dacă ti am răspuns corect la toate ,mai asteapta variante ♀️
