Given:
Aim:
We need to find the coordinates and The sign of the equation.
Explanation:
[tex]We\text{ know that y=a\mid x\mid is upside and y}\ge\text{0 when a >0 and downside and y}\leq\text{owhen a<0}[/tex]
The coefficient of the given functions are
[tex]y=A|x|\text{ is positive}[/tex]
[tex]y=B|x|\text{ is positive}[/tex]
[tex]y=C|x|\text{ is negative}[/tex]
[tex]y=D|x|\text{ is negative}[/tex]
The coefficient is closest to zero.
Comparing the graph of y=A|x| and y=B|x|, we get y=A|x| is wider than y=B|x|.
[tex]A
Comparing the graph of y=C|x| and y=D|x|, we get y=D|x| is wider than y=C|x|.
[tex]C
Comparing the graph of y=A|x| and y=C|x|, we get y=C|x| is wider than y=A|x|.
[tex]C
The coefficient is closest to zero y=C|x|
. The coefficient with the greatest value.
Comparing the graph of y=B|x| and y=D|x|, we get y=D|x| is wider than y=B|x|.
[tex]D
The coefficient with the greatest value is y=B|x|.
.
