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Algebra 1: Q&A Week #12-13
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1. (01:27) Multiplying radicals... how do you do that?
2. (05:37) What is the fastest/easiest way to simplify a radical?
3. (10:53) How do you know that you have fully simplified your radical terms?
4. (16:19) Should you always simplify first, no matter what?
5. (22:14) How do you keep your numbers/terms organized when dealing with multiple prime roots? ? (ex: root(30) = root(2) · root(3) · root(5))
6. (30:03) How do you simplify radicals that have exponents?
7. (37:05) How do you rationalize the denominator of a problem?
8. (45:37) How do I determine which method to simplify radicals is best?
9. (52:07) How do you know what numbers to put in your table after you find the vertex?
10. (55:54) If you are trying to find the vertex, and it gives you a fraction and you can’t divide it, what do you do?
2. (05:37) What is the fastest/easiest way to simplify a radical?
3. (10:53) How do you know that you have fully simplified your radical terms?
4. (16:19) Should you always simplify first, no matter what?
5. (22:14) How do you keep your numbers/terms organized when dealing with multiple prime roots? ? (ex: root(30) = root(2) · root(3) · root(5))
6. (30:03) How do you simplify radicals that have exponents?
7. (37:05) How do you rationalize the denominator of a problem?
8. (45:37) How do I determine which method to simplify radicals is best?
9. (52:07) How do you know what numbers to put in your table after you find the vertex?
10. (55:54) If you are trying to find the vertex, and it gives you a fraction and you can’t divide it, what do you do?