What is the simplified form of the quantity x^2-81 over the quantity x-9 ?
i know the answer is x-9 but i dont know how to get the restriction
i mean x+9
You can factor x^2-81 as a difference of two squares. Factoring will yield\[((x-9)(x+9))/(x-9)\]The (x-9) term will cancel on the top and bottom leaving you with (x+9)
i know thats what i got but i dont understand hpw to get the restriction
I'm not sure what you mean by restriction. If it is a function, then \[x \neq9\]Because the original expression was undefined there.
x – 9, with the restriction x ≈ 9 x – 9, with the restriction x ≈ –9 x + 9, with the restriction x ≈ –9 x + 9, with the restriction x ≈ 9
I'd say its the last option because it simplifies to x+9 and x cannot equal 9 because it causes the original expression to be undefined.
ok. im not used to the squiggly equal sign so im not really sure
Usually that means something is approximately equal, I haven't seen it used to state something cannot equal a quantity.
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