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Can this be simplified down any further? "[Sqrt((x^2) + 1)]"
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The notion of something being simple is relative, what one considers complicated another might consider simple. There are an uncountable number of ways of representing that expression.
Alright... :) umm... But in a mathematical sense, where the goal would be to preferably eliminate any radicals, exponents, or like terms... Can it be broken down/ simplified any further? I'm not thinking so but am seeking either affirmation or correction.
If x is real, then no its fine
$$\sqrt{x^2+1}$$
Imo can't really be made any "simpler"
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Yes, just "square root of..." The following quantity. Sorry- my keyboard is lame; I have not an actual square root symbol to use.
Alright. Thanks!
yeah
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