If the matrix alpha beta gamma minus alpha is that a square is equal to 1 then
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Answer:
Step1:
Given
A=[αγβ−α]
A2=I
A2=A.A=[αγβ−α][αγβ−α]
=[α2+βγαγ−αγαβ−αββγ−α2]
=[α2+βγαγ−αγαβ−αββγ+α2]=I
Step2:
[α2+βγαγ−αγαβ−αββγ−α2]=[1001]
α2+βγ=1
βγ+α2=1
⇒1−α2−βγ=0
1−βγ−α2=0
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Answer:
is in the attachment.......
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