Show by example that sum differences, product and quotient of two irrational number need to be an irrational number
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sum of two irrational number
- root 2-root 2=root2+(-2)=0 rational number
- differences of 2 irrational number root2 root2 =root2-root2=0(irrational number)
- ex=root2+root3/root2root3
- multiply =roit18 root2=root36=6 irrational number
- division=quotient=
- root 12 root3
- root12 riit4=2 rational number
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