(1+i)(1-i) equals, here 'i'for iota
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2
(1-i)(1+i)=1²-i² (i²=-1)
1+1=2
i-imaginary number
1+1=2
i-imaginary number
Answered by
0
a+b×a-b=a^2-b^2
a=1 B=I
then
1^2-i^2. [i^2=-1]
1-(-1)
1+1=2
a=1 B=I
then
1^2-i^2. [i^2=-1]
1-(-1)
1+1=2
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