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Evaluate the expression.
5×(2−8)=5\times(2-8)=5×(2−8)=
(3+(−8))+(13+(−2))(3+(-8))+(13+(-2))(3+(−8))+(13+(−2))
1+3×(5−2)=1+3\times(5−2)=1+3×(5−2)=
(−11+3)+(−12+2)=(-11+3)+(-12+2)=(−11+3)+(−12+2)=
−5−(−71)−(−8)=-5-(-71)-(-8)=−5−(−71)−(−8)=
2−5×8=2-5\times8=2−5×8=
8+(5−1)×4=8+(5−1)\times4=8+(5−1)×4=
(−6)×(3)+(−6)×(−2)=(-6)\times(3)+(-6)\times(-2)=(−6)×(3)+(−6)×(−2)=
2+5×(5+1)=2+5\times(5+1)=2+5×(5+1)=
It is done.