Three unequal rational numbers can be expressed in the form of 1, a+b, a, or 0, b/a, b. Try to find the 2008 power of a + the 2007 power of b How do you calculate? Three non-equivalent rational numbers can be expressed in the form of 1, a+b, a, or 0, b/a, b. Try to find the 2008 power of a + the 2007 power of b How do you calculate?

Three unequal rational numbers can be expressed in the form of 1, a+b, a, or 0, b/a, b. Try to find the 2008 power of a + the 2007 power of b How do you calculate? Three non-equivalent rational numbers can be expressed in the form of 1, a+b, a, or 0, b/a, b. Try to find the 2008 power of a + the 2007 power of b How do you calculate?

The three rational numbers of are not equal to each other. They can be expressed in the form of 1, a+b, a, or 0, a/b, b. The form a+b=0.b=1, a=-1.(If the three rational numbers of remain the same, then the form 1, a+b, a in the former form must be equal to the form 0, a/b, b in the latter form. Then we need to find out the correct corresponding order. First, we find the most special one.

The three rational numbers of are not equal to each other. They can be expressed in the form of 1, a+b, a, or 0, a/b, b. The form a+b=0.b=1, a=-1.(If the three rational numbers of remain the same, then the form 1, a+b, a in the former form must be equal to the form 0, a/b, b in the latter form. Then we need to find out the correct corresponding order. First, let's find the most one.

Three non-equivalent rational numbers can be expressed in the form of 1, a+b, a, or 0, b/a, b. Try to find the value of the power of 2013+b and the power of 2012 of a, and explain the reason.

Because they are not equal, there are the following equations
Then b/a=1 does not hold, that is to say, b=1, the three numbers are respectively 1,1+a, a, and also 0,1/a,1, the two numbers are equivalent, that is, a=-1, then the value is (-1)^2013+1^2012=-1+1=0