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Simplificar: −1+{−1+[−1−(−1)]}=-1+\left\{-1+\left[-1-\left(-1\right)\right]\right\}=−1+{−1+[−1−(−1)]}=
−1-1−1
111
−2-2−2
Simplificar: −(5+4)−(−12+36)−4=-\left(5+4\right)-\left(-12+36\right)-4=−(5+4)−(−12+36)−4=
−37-37−37
111111
−19-19−19
Simplificar: (5−2)−2+[−4+(6+9−8)]=(5-2)-2+[-4+(6+9-8)]=(5−2)−2+[−4+(6+9−8)]=
444
−4-4−4
Simplificar: 8+{−3+[9−(8−5)+11]−1}=8+\left\{-3+[9-(8-5)+11]-1\right\}=8+{−3+[9−(8−5)+11]−1}=
(a)
Simplificar: 14+[15−(8−2+3)−(1+2)]=14+[15-(8-2+3)-(1+2)]=14+[15−(8−2+3)−(1+2)]=
−5-5−5
242424
171717
Simplifique: 15−(4×3÷2)+(7−2)×5=15-(4\times3\div2)+(7-2)\times5=15−(4×3÷2)+(7−2)×5=
Simplificar: {2×[7−5×(9−8)]+3}÷7−1=\left\{2\times[7-5\times(9-8)]+3\right\}\div7-1={2×[7−5×(9−8)]+3}÷7−1=
000
Simplificar: 4−{−[−(1)]}=4-\left\{-[-(1)]\right\}=4−{−[−(1)]}=
Simplificar: (−1)5×{−(9)−[52÷(−5)]}=\left(-1\right)^5\times\left\{-\left(\sqrt{9}\right)-\left[5^2\div\left(-5\right)\right]\right\}=(−1)5×{−(9)−[52÷(−5)]}=
222
Simplificar: 25−9+3×(−2)3=\sqrt{25-9}+3\times\left(-2\right)^3=25−9+3×(−2)3=
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