Sign-rules
Summary
\(a,b∈R\) :
- \(a+\left( -a \right)=0\)
- \(a+\left( -b \right)=a-b\)
- \(a-\left( -b \right)=a+b\)
- \(-\left( -a \right)=a\)
- \(-\left( a+b \right)=-a-b\)
- \(-\left( a-b \right)=-a+b\)
- \(a⋅\left( -b \right)=-\left( a⋅b \right)\)
- \(\left( -a \right)⋅b=-\left( a⋅b \right)\)
- \((-a)⋅\left( -b \right)=a⋅b\)