Answer:
[tex]c)\overline{AC}=2\overline{AB}[/tex]
Step-by-step explanation:
Retrieved Information:
Which statement is not true?
a) [tex]a)\overline{AC}=\overline{CB}\\b)\overline{CB}=\frac{1}{2}\overline{AB} \\c)\overline{AC}=2\overline{AB}\\d)\overline{AC}+\overline{CB}=\overline{AB}[/tex]
b) Check the graph below
1) To bisect is to equally divide an angle or a line segment, into two equal parts. The bisector of AC divides the line segment AC in its midpoint, so AC≅CB, therefore AC=CB. In addition to this, this is equivalent to say that CB is = 1/2AB.
Finally, this is also true that AC+CB=AB.
2) Clearly AC is not equal to 2AB since AC=CB is = 1/2AB then it is false.
[tex]c)\overline{AC}=2\overline{AB}\:FALSE[/tex]
