Help With geometry- conditional statements (fanning and medals)
If p: two lines intersect and q: they share a common point, write as a conditional statement.
Oh fanning AND medal! OooOoOoOo
What is the converse of the statement “If a triangles is isosceles, then it has two congruent sides”?
@emilyhaddad help(:
I should be doing my hw but ur cute so i'll help
If p: two lines intersect and q: they share a common point The logic notation is p-->q which is read "p implies q" For the second question, look at the logic chart (attached) and see what you think the converse would be. @mighty_dmnd
or directrix is helping :) lol
thanks everybody :)
So it would be if a triangle has two congruent sides, it is isosceles ?
Statement: “If a triangles is isosceles, then it has two congruent sides” >>>So it would be if a triangle has two congruent sides, it is isosceles ? Yes, the converse of p-->q is the following: q-->p.
The inverse of the following statement is true: “If two angles are corresponding angles, then they are congruent.”
So that means ur saying this is true: If 2 angles are not corresponding angles, the they are not congruent.
Do u think thats^ true?
No
Yup, that's correct. An example of it false is to think about perpendicular lines. The angles they form are all right which means they are all congruent, but they are not corresponding angles.
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