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How would I rationalize the denominator in sqrt[3]/ (sqrt[3] - 2)? I've forgotten how to do it...
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multiply top and bottom by sqrt3 + 2
multiply by the conjugate
And multiplying it by the conjugate would just give me 3- 2 in the denominator, right?
3-4
That's right, thanks...
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sqrt[3] sqrt[3] + 2 {sqrt[3]}² + 2sqrt[3] 3 + 2sqrt[3] --------- * ----------- = ------------------ = ------------ sqrt[3] - 2 sqrt[3] + 2 {sqrt[3]}² - 2² 3 - 4 3 + 2sqrt[3] = -------------- = -3 -2sqrt[3] -1
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