Karteikarten
Simplifying Radicals: square roots, add, subtract, multiply
Karten in diesem Stapel (18)
- 1Simplifying RadicalsYou need to make the radical smaller.
- 21.) square root of 125n 5*25n 5*5*5nSquare root of 125n = 5 square root of 5n
- 32.) Square root of 216v 6*36v 6*6*6vSquare root of 216v = 6 square root of 6v
- 43.) Square root of 512k^2 2*256k^2 2*16*16k^2Square root of 512k^2 = 16k square root of 2
- 54.) Square root of 512m^3 2*256m^3 2*16*16m^3Square root of 512m^3 = 16m square root of 2m
- 65.) Square root of 216k^4 6*36k^4 6*6*6k^4Square root of 216k^4 = 6k^2 square root of 6
- 7Adding and Subtracting Radical ExpressionsAdd/subtract like you could add/subtract any like terms
- 81.) 3 square root of 6 - 4 square root of 6- square root of 6
- 92.) -3 square root of 7 + 4 square root of 7square root of 7
- 103.) -11 square root of 21 - 11 square root of 21-22 square root of 21
- 114.) -10 square root of 7 + 12 square root of 72 square root of 7
- 125.) 3 square root of 8 + 3 square root of 2 2*2*2 = 6 square root of 2 + 3 square root of 29 square root of 2
- 13Multiplying Radical Expressions1. multiply outside numbers
2. multiply numbers inside the radical
3. Simplify - 141.) 3 square root of 12 * square root of 6 = 3 square root of 72 2*36 2*6*6 3*6 square root of 218 square root of 2
- 152.) square root of 5 * square root of 10 = square root of 50 5*5*25 square root of 2
- 163.) square root of 6 * square root of 6 = square root of 366
- 174.) square root of 5 * -4 square root of 20 = -4 square root of 100 10*10 -4*10-40
- 185.) - 4 square root of 15 *- square root of 3 = 4 square root of 45 5*3*3 4*3 square root of 512 square root of 5
Informationen
- Beschreibung
- Karteikarten am Ohne Titel, erstellt von Ana Briseida Barboza Terrones am 20/02/2017.
- Erstellt von
- Ana Briseida Barboza Terrones · Feb 2017
- Aktualisiert
- 20 Feb 2017
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