Erstellt von Brooke Jefferson
vor etwa 8 Jahre
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Frage | Antworten |
Simplifying Radical Expressions: (you will make a factor tree.) √27v 3 and 9 and v 3 and 3 and 3 and v 3√3v | 3√12r 3√ 4 and 3 and r 3√ 2 and 2 and 3 and r 2 and 3√ 3r 6√r |
33b√56p² 33b√8 and 7 and p² 33b√2 and 4 and 7 and p² 33b√2 and 2 and 2 and 7 and p² 33 and 2 and b and p√2 and 7 66bp√14 | Adding and subtracting radicals: 9√5 - 5√5 9-5=4 4√5 |
18√11 -21√11 -21 +18= -3 -3√11 | 3√7 + 5√28 3√7+ 5√7x4 3√7 +5√7x2x2 3√7 + 5x2√7 3√7 +10√7 13√7 |
Multiplying Radical Expressions: Multiply the insides together and the outsides. Then simplify the insides. | √4 x √8 √32 √2x16 √2x4x4 √2x2x2x2x2 2x2√2 4√2 |
√5 x √9 √45 √3x15 √3x3x5 3√5 | 4√5 x 6√8 4x6 and √5x8= 24√40 24√4x10 24√2x2x2x5 24x2√2x5 48√10 |
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