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The rational number a is equal to its inverse, and the rational number is equal to its inverse, then the 2012 power of a If the rational number a is equal to its reciprocal and the rational number b is equal to its opposite, then the power of a 2012 plus the power of b 2011 equals? The rational number a is equal to its reciprocal, and the rational number is equal to its opposite number, then the 2012 power of a If the rational number a is equal to its inverse and the rational number b is equal to its inverse, then the power of a 2012 plus the power of b 2011 equals?
The rational number a is equal to its inverse and the rational number b is equal to its inverse
A =±1, b =0
A 2012 power + b 2011 power
=1+0
=1
The rational number a is equal to his own reciprocal rational number b is equal to its own opposite number, find a 2010 power plus B 2010 power is what?
A=1/a, a=±1,
B=-b, b=0
A^2010+ b^2010=1
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