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Rational expressions: (1)/(r²-1) = (2)/(r²+r-2) These are fractions !
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r^2 - r
r equals 0
\[1/(r-1)(r+1)=2/(r+2)(r-1)\] \[1/(r+1)=2/(r+2)\]
2(r+1)=r+2 2r+2=r+2 r=0
you have to add that: r is NOT = -2 r is not = -1 r is not = 1 (can't divide by 0)
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1 0r 0
Can't be 1, zero divisor
it a quardatic eq.
As presented, cannot be 1.
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