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How do you find restrictions on the variable?? ALGEBRA 2
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\[n^4-11n^2+30/n^4-7n^2+10\]
i simplified it and got \[n^2-6/n^2-2\] but i don't know how to find the restrictions?
Restrictions are where the denominator is equal to 0. What was the denominator after you factored, but before you cancelled?
\[(n^2-2) (n^2-5)\]
so the restrictions are 2 and 5?
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ok so you just need to set that equal to 0 and solve for x.
n² - 2 = 0 and n² - 5 = 0
right so i would get 2 and 5 positive but i should get the square root?
You should get positive and negative square roots of 2 and 5
or is it \[\sqrt{2} and \sqrt{5}\]
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\[x=\pm \sqrt{2},\pm \sqrt{5}\]
The negatives are also solutions
okay i get it thanks peach(:
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