Math, asked by abcjdbskd, 1 month ago

Simplify by rationalising
the denominator
1+root7
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1-root7
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Answers

Answered by stuprajin6202
3

Answer:

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Answered by JashanR
161

Answer:

\huge{\mathbf{\color{blue}{A}{\color{red}{N}{\color{green}{S}{\color{magenta}{W}{\color{pink}{E}{\color{maroon}{R}}}}}}}}

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Given:-

 \star \sf \large{ \underline{ \color{violet} {\frac{1 +  \sqrt{7} }{1 -  \sqrt{7} }}}}

 \sf{ :⟹\frac{1 +  \sqrt{7} }{1 -  \sqrt{7} }}

 \sf{:⟹ \frac{1 +  \sqrt{7 }\times 1 +  \sqrt{7}  }{1 - 7} }

 \sf{:⟹ \frac{1 + 7 + 2 \sqrt{7} }{ - 6} }

 \sf{:⟹ \frac{8 + 2 \sqrt{7} }{ - 6} }

 \sf{ :⟹\frac{2(4 +  \sqrt{7)} }{2( - 3)} }

 \sf \huge \bold:⟹ { \underline{ \underline{ \frac{4 +  \sqrt{7} }{ - 3} }}}

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