Look at the statement below. "All squares are quadrilateral." Which of these is a logically equivalent statement?
i think it C
What are your options?
If it is not a square, it is not a quadrilateral. All quadrilaterals are squares. If it is not a quadrilateral, it is not a square. It will be a quadrilateral if and only if it is square.
If it is not a quadrilateral, it is not a square.
The third option is correct
ok thanks so i was right
Yes you are right
can u help me with one last question
Yes post it
Triangle MNO is dilated to create triangle PQR on a coordinate grid. You are given that angle N is congruent to angle Q. What other information is required to prove that the two triangles are similar? Segments MN and PQ are congruent. Angle O is congruent to angle P. Segment MO is congruent to segment PR, and segment NO is congruent to segment QR. Angle M is congruent to angle P.
idk the answer to this one
Choice 4
ok thank you sooooo much
hey can u help me with this Triangle MOP has been rotated to create triangle M'O'P'. MP = M'P' = 2 units, MO = M'O' = 2 units, and OP = O'P' = 2.82 units. Which postulate below would prove the two triangles are congruent? SSS SAS ASA AAS
i think its B
With data given SSS - Three sides are equal
so then would sss be the answer
y'all still here
Yes SSS is the answer
ok thank for all your help if i seen u in person i would give u a big hug
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