Im need in graphing this log function: y=log_(1/4) |x^2−5x+6|

Clara Dennis

Clara Dennis

Answered question

2022-11-04

Im need in graphing this log function: y=log1/4∣∣x2−5x+6∣∣
I found the intervals: (−∞,2), (2,3), (3,∞)
Should I just give x values and find y to graph this or is there another way?

Answer & Explanation

kuthiwenihca

kuthiwenihca

Beginner2022-11-05Added 23 answers

Use what you have computed:
On ( , 2 ) ( 3 , ) the polynomial x 2 5 x + 6 is positive. So, the function is equal to
log 1 / 4 ( x 2 5 x + 6 )
On (2,3) the polynomial x 2 5 x + 6 is negative. So, the function is equal to
log 1 / 4 ( ( x 2 ) ( 3 x ) )
Now, apply to each of these the procedure to determine the main elements of the graph.

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