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find all numbers for which the rational expression is not defined: b -5/5b-10
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is this the original equation \(\Large \dfrac{b -5}{5b-10}\)
yes that is the original one.
honestly i want to know how to solve for this.
well the equation we want is \(\Large \dfrac{b -5}{5b-10}=\infty\)
that is \(\Large \dfrac{b -5}{5b-10}=\dfrac{1}{0}\)
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for that we need to make denominator \(\Large 5b-10=0\)
hence for \(\Large b=2\) the original equation is indefined
ok. that is awesome! thank you so much for explaining how to do this.
welcome
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