If A is a square matrix such that A^2 = A , find the value of (1 + A)^3.
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Answer:
Given A
2
=A
Consider, (I+A)
3
−7A=I
3
+A
3
+3I
2
A+3IA
2
−7A
=I+A
2
+3A+3A−7A
=I+7A−7A
⇒(I+A)
3
−7A=I
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