Transcription of Solve each equation with the quadratic formula.
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Example: air traffic controller
Solve each equation with the quadratic formula.
Y i270s1a2k QKzuhttaZ JSNo6fvtLwSaarIen R 8 Agl7lb nrZiIgthvtFso o 5 MGaedXen ewOiOt4hK IIKnLf7idnuiut4ef WAUlpgleGbErQaG by Kuta Software LLCKuta Software - Infinite Algebra 2 Name_____ Period____Date_____Using the quadratic FormulaSolve each equation with the quadratic ) v2 + 2 v 8 = 02) k2 + 5 k 6 = 03) 2 v2 5 v + 3 = 04) 2 a2 a 13 = 25) 2 n2 n 4 = 26) b2 4 b 14 = 27) 8 n2 4 n = 188) 8 a2 + 6 a = 59) 10 x2 + 9 = x10) n2 = 9 n 2011) 3 a2 = 6 a 312) x2 = 3 x + 4013) 9 x2 11 = 6 x14) 4 a2 8 = a15) 14 m2 + 1 = 6 m2 + 7 m16) 4 x2 + 4 x 8 = 1 k a2V0w1H2O mKVubtaaM lStoGf3tMwBarrkeN O rA8lblJ JrIiVgPhPtqss m XM5aDdteX rw6i8tLhS BIFnbfoicndi4t7ee lAnl7gxe3brrvaa by Kuta Software LLCKuta Software - Infinite Algebra 2 Name_____ Period____Date_____Using the quadratic
Solve each equation with the quadratic formula. 1) v2 + 2v − 8 = 0 {2, −4} 2) k2 + 5k − 6 = 0 {1, −6} 3) 2v2 − 5v + 3 = 0 {3 2, 1} 4) 2a2 − a − 13 = 2 {3, − 5 2} 5) 2n2 − n − 4 = 2 {2, − 3 2} 6) b2 − 4b − 14 = −2 {6, −2} 7) 8n2 − 4n = 18 {1 + 37 4, 1 − 37 4} …
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