SAS
SSS
Pythagorean Theorem
AAS
ASA
100
Are these 2 triangles congruent?Yes, they are congruent by SAS
100
Yes, the triangles are congruent by SSS
100
Mrs. Salls is teaching. She is standing 12 feet in front of Cole's. She is 5 feet tall. What is the difference from the top of her to Cole?
√169=13
100
Are these triangles congruent?
Yes, they are
100
Are these triangles congruent?
Yes, they are congruent by ASA
200
Are these two triangle congruent?No, they are related by ssa, not sss, asa, aas, or sas.
200
Is this proved by SSS?No. It is not proved by SSS
200
A light pole is 6 meters tall. It's shadow is 3 meters tall. What is the length from the shadow to the top of the pole?
√45
200
Are these two triangles congruent?Yes, they are
200
Are these two triangles congruent?
Yes, they are proved by ASA
300
Which postulate proves that these two triangles congruent?SAS
300
Are these triangles congruent?
Yes, the triangles are congruent by SSS
300
Jeffrey's kite string is 30 feet long. It's tail hangs down 14 feet to the ground. How far is Jefferey from the tail?
√704 (about 26)
300
Are these angles congruent by AAS?
No, they are congruent by SAS
300
Are these triangles congruent by ASA?
No, they are proved congruent by AAS.
400
Yes they are congruent
400
Are these triangles congruent by SSS?
No, they are congruent by SAS
400
The length of Thomas's rectangular room is 6 feet and the distance between opposite corners is 10 feet. What is the width of Thomas's room?
8 feet (sqrt. 64)
400
Are these triangle congruent by AAS?
Yes, they are congruent by AAS.
400
Are these triangles congruent?
Yes, they are.
500
If we know segment KA bisects angle K, are triangles JAK and NAK congruent?
Yes, they are by SAS
500
No, they are not.
500
Three people are sitting on a bus. Andy is seated 16 feet directly behind Brett and 7 feet directly left of Gabby. How far is Brett from Gabby?
√304 (about 17.4)
500
Are these triangles proved congruent by AAS?
No, they are proved by SAS.
500
The congruency statement.
What is
triangleABCcongtriangleEDC