Rewrite the statement in if-then form.
All equilateral triangles have three congruent sides.
a. a figure has three congruent sides if and only if it is an equilateral triangle.
b. a figure is an equilateral triangle if and only if it has three congruent sides.
c. if a figure is an equilateral triangle, then it has three congruent sides.
d. if a figure has three congruent sides, then it is an equilateral triangle.
my answer would be either a or b
didnt i say C?
yes
i kinda accidentally put up the question up 3 times
Given: Regular Hexagon ABCDEF with center K. m<BAK =m<BCK =60 degrees.
Prove: Prove that ABCK is a parallelogram.
Use a two column proof.
Your answer is correct. Both choices (a) and (b) correctly rewrite the given statement in if-then form. They convey the same meaning but in slightly different ways. Therefore, either (a) or (b) could be chosen as the correct answer.
a. is a biconditional statement
b. is a biconditional statement
c. is the correct answer <---------
d. is the converse of the correct answer
Choose the phrase that completes the following statement as stated by the point, line, and plane postulates:
Once plane___________ passes through three noncollinear points.
a. never
b. sometimes
c. always
d. point, line, and plane postulates do not address this topic directly.