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Complete the solution given in the following polynomial to determine the intercepts of the graphs.
1. y = (x–1) (x²–5x+6)
y intercepts:
solution: let x = 0
y = (x–1) (x²–5x+6)
y =[(__)] –1)] [(0)]²–5(0)+6]
y = (-1) (__)
y = -6
x–intercepts
solution: let y = 0
y = (x–1) (x²–5x+6)
___= (x–1) (x²–5x+6)
0 = (x–1) (x–3) (x–2)
x–1 = 0 x–3 = 0
x= 1 =__ =__
Complete the solution given in the following polynomial to determine the intercepts of the graphs.
1. y = (x–1) (x²–5x+6)
y intercepts:
solution: let x = 0
y = (x–1) (x²–5x+6)
y =[(__)] –1)] [(0)]²–5(0)+6]
y = (-1) (__)
y = -6
x–intercepts
solution: let y = 0
y = (x–1) (x²–5x+6)
___= (x–1) (x²–5x+6)
0 = (x–1) (x–3) (x–2)
x–1 = 0 x–3 = 0
x= 1 =__ =__
Answers & Comments
Answer:
Sana po makatulong
Step-by-step explanation:
Linear Equations & Inequalities. Solve each of the following: 35-1+ 2b = 5b+4-2b a) 5x-12 = 48. 5x=60. 56-1=36+4. 26=5 x. =12 blo