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If a + 1 = 1, then the value of a3 is : a
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- – 2
- 2
- – 1
- 4
Correct Option: C
from the given question,
a + | = 1 | |
a |
a2 + 1 = a
a2 + 1 - a = 0
Multiplying both side by (a + 1) and we will get,
(a + 1) (a2 – a + 1) = 0 x ( a + 1 )
a x (a2 – a + 1) + 1 x (a2 – a + 1) = 0 x ( a + 1 )
a3 - a2 + a + a2 - a + 1 = 0
a3 + 1 = 0
a3 = –1