Question

I have a 10th grade geometry question.
Using p and q , write the symbolic statement.
p: points x,y and z are not collinearq: points x, y and z form a triangle.

Is anyone going to help me.
I have the actual problems listed below.

Answer 1

p (arrow) q

Answer 2

\[p \rightarrow q \]

Answer 3

next problem: ~q

Answer 4

not q: points x, y and z do not form a triangle.

Answer 5

is that for both problems?
and how would you write that?
I am trying to help my daughter with this geometry. I did not understand geometry when I was in high school.... So I am trying to now.......

Answer 6

1st problem is \[p \rightarrow q\]
2nd problem is ~q

Answer 7

oh okay,
\[p \rightarrow q\] means If p then q
its a conditional statement

Answer 8

so it would be
if points x,y and z are not collinear then points x, y and z form a triangle.

Answer 9

the ~q means NOT q so that would be
points x, y and z do not form a triangle