4.1
4.2/4.3
4.4/4.5
4.6
4.7
100
Use Triangle-Angle-Sum Theorem and congruent parts to solve for the measure of angle A. m
What is 49?
100
If two sides and the included angle of one triangle are congruent to two sides and the included angle of another triangle, than the two triangles are congruent.
What is SAS?
100
Find the value of x.
What is 102?
100
Are these triangles congruent? If so, write the congruence statement
What is True? triangle ABC is congruent to DEF
100
In each diagram, the red and blue triangles are congruent. Identify their common side or angle.
What is angle LMN?
200
These figures' sides and angles are congruent corresponding parts When named, you must list corresponding vertices in the same order.
What are congruent polygons?
200
If two angles and the included side of one triangle are congruent to two angles and the included side of another triangle, then the two triangles are congruent
What is ASA?
200
Define CP of CT
Why is all parts of congruent triangles are congruent to their corresponding parts?
200
In a right triangle, the side opposite the right In a right triangle, the other two sides
What is hypotenuse? What are legs?
200
In each diagram, the red and blue triangles are congruent. Identify their common side or angle.
What is segment DF?
300
If two angles of one triangle are congruent to two angles of another triangle, then the third angles are congruent.
What is the third angles theorem?
300
Given: JK congruent LM, JM congruent LK Prove: JKM congruent to LMK Congruent by what? (SSS, ASA, SSA, etc)
What is SSS
300
Given: segment OM congruent to segment ER; segment ME congruent to segment OR Prove:
A) OM congruent to ER because Given B) ME congruent to OR because Given C) OE congruent to OE because Reflexive Property D) triangle MOE congruent to triangle ROE by SSS E)
300
If the hypotenuse and a leg of one right triangle are congruent to the hypotenuse and leg of another right triangle, then the triangles are congruent.
What is the hypotenuse-leg theorem?
300
According to the diagram on the right, which statement is true? A) triangle DEH congruent to triangle GFH by AAS B) triangle DEH congruent to triangle GFH by SAS C) triangle DEF congruent to triangle GFE by AAS D) triangle DEF congruent to triangle GFE by SAS
What is C?
400
Measure of angle BAD
What is 52 degrees?
400
Given:
A.) triangle MNO congruent to triangle OLM by SAS B). angle NMO congruent to angle LOM by CP of CT C.) What is.... MN parallel to OL because if alternate interior <'s are congruent, then the lines are parallel
400
Given:
A)
400
Are the two triangles congruent? If so, list the congruence statement?
What is True? What is triangle LMP congruent to NOM?
400
Complete the paragraph proof Given: segment AB congruent to segment DB; angle A and angle D are right angles Prove: triangle ABC is congruent to triangle DBC You are given that segment AB congruent to segment DB and angle A and angle D are right angles. triangle ABC and triangle DBC are ______ triangles by the definition of _____ triangle. segment BC congruent to segment BC by ____ Property of Congruence. triangle ABC congruent to DBC by the _____ Theorem
What is A) right B) right C) reflexive D) SAS
500
Measure of angle DCB
What is 128 degrees
500
ove that triangle NQT is congruent to triangle SQR. Given: triangle N is congruent to triangle S, line l bisects segment TR at Q Prove: triangle NQT is congruent to triangle SQR. 1) triangle N congruent to triangle S | Given 2) angle NQT congruent to angle SQR | A.) ????? 3) Line l bisects TR at Q | B.) ????? 4) C.) ???????????????????? | Def. of bisect 5) triangle NQT congruent to SQR | D.) ?????/
A.) What is vertical angles are congruent? B.) Given C.) segment TQ congruent to segment RQ D.) AAS
500
Given: segment YT to segment YP;
A) YT congruent to YP - Given B)
500
For what values of x and y are the triangles congruent by HL?
What is y = -1? What is x = -3?
500
Complete the proof. Given: angle T congruent to angle R; segment PQ congruent to segment OV Prove: angle PQT congruent to angle PVR
What is A) Given B) share vertex; point P C) Given D) AAS E) CP of CT
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