Perform all indicated operations and write the answer with positive integer exponents
(b^-1 + c^ -1) / (bc)-1
((b−1+c−1))/(bc)−1=1b+1c1bc=cbc+bbc1bc=(c+b)bc1bc=c+bbc∙bc1=c+b1=c+b((b^{-1}+c^{-1}))/(bc)^{-1}=\frac{\frac{1}{b}+\frac{1}{c}}{\frac{1}{bc}} =\frac{\frac{c}{bc}+\frac{b}{bc}}{\frac{1}{bc}}=\frac{\frac{(c+b)}{bc}}{\frac{1}{bc}}=\frac{c+b}{bc}∙\frac{bc}{1}=\frac{c+b}{1}=c+b((b−1+c−1))/(bc)−1=bc1b1+c1=bc1bcc+bcb=bc1bc(c+b)=bcc+b∙1bc=1c+b=c+b
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