The value of $${{1}\over 1+\sqrt { 2} + \sqrt { 3}}+{{1}\over 1-\sqrt { 2} + \sqrt { 3}} $$ is
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Q:
The value of $${{1}\over 1+\sqrt { 2} + \sqrt { 3}}+{{1}\over 1-\sqrt { 2} + \sqrt { 3}} $$ is
- 1$$\sqrt { 2}$$true
- 2$$\sqrt { 3}$$false
- 31false
- 4$$\left( {4}\sqrt { 3}+ \sqrt { 2}\right)$$false
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