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September 16th, 2017, 03:36 PM   #1
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Additions With Roots

Can Someone Teach Me How Can I Solve This Equation?

$\displaystyle \sqrt{ 1 + \sqrt{ 1 } } - \sqrt{ 1 + \sqrt{ 1 } }$

Last edited by skipjack; September 19th, 2017 at 12:15 PM.
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September 16th, 2017, 03:55 PM   #2
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Quote:
Originally Posted by Dmitri View Post
Can Someone Teach Me How Can I Solve This Equation?

sqrt{ 1 + sqrt{ 1 } } - sqrt{ 1 + sqrt{ 1 } }
Did you mean ...

$\sqrt{1+\sqrt{1}}-\sqrt{1+\sqrt{1}}$ ?

... as it is, this expression (not an equation) equals zero.

Please clarify.
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September 19th, 2017, 05:01 AM   #3
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a- a= 0 for any number, a, whether a involves roots or powers or whatever.
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September 19th, 2017, 05:06 AM   #4
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Quote:
Originally Posted by Country Boy View Post
a- a= 0 for any number, a, whether a involves roots or powers or whatever.
whatever - whatever = 0. Nice.
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September 19th, 2017, 05:46 AM   #5
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Quote:
Originally Posted by Dmitri View Post
sqrt{ 1 + sqrt{ 1 } } - sqrt{ 1 + sqrt{ 1 } }
That seems to be the expression (NOT equation).

If so, answer is obviously 0
Do you know what you're asking?!
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