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- 1. Multiple Choice
Classify Triangle ABE angles and sides
Right, Scalene
Equilateral, Equiangular
Obtuse Scalene
Acute Isosceles
- 2. Multiple Choice
Classify Triangle EFD by its angles and sides.
Equiangular
Scalene
Equilateral
Right
- 3. Drop Down
Given the coordinates, classify Triangle QRT by its sides. Q(-2, -1), R(1, 5), T(-8, -4) (a)
Obtuse IsoscelesRight IsoscelesEquilateral, EquiangularObtuse Scalene - 4. Match
Find the measure of the missing angles.
65 degrees
Measure of angle 2
35 degrees
Measure of angle 1
65 degrees
Measure of angle 5
115 degrees
Measure of angle 4
- 5. Math Response
Write the equation you would use to solve for x.
- 6. Multiple Choice
Find x and the measure of Angle A.
x = 11 and the measure of angle A is 116 degrees
x = 12 and the measure of angle A is 125 degrees
x = 10 and the measure of angle A is 107 degrees
x = 9 and the measure of angle A is 98 degrees
- 7. Multiple Choice
Find the measure of Angle Q and the measure of Angle R
Q = 32 deg. & R = 74 deg.Q = 74 deg. & R = 32 deg. - 8. Multiple Choice
Find the measure of Angle E and the measure of Angle G.
Both angles are 37 degrees
Not enough information
Side EF is congruent to side GF
Both angles are 44 degrees
- 9. Open EndedUpload answer type
Find the measures of Angle A and the length of Line Segment AC
- 10. Math Response
Write the equation would you use to solve for x.
- 11. Open EndedUpload answer type
Find x, CD, DE, and CD
- 12. Open EndedUpload answer type
Find x, QR, RS, and QS
- 13. Match
Match the Triangles to the appropriate Triangle Congruence Theorem
SSS
a) Congruent Triangles
ASA
b) Congruent Triangles
HL
c) Not Congruent
ASS is not a triangle congruence theorem
d) Congruent Triangles
- 14. Match
Match the Statement to the appropriate Reason.
Given
Q is the MP of PT and RS
Definition of Midpoint
PQ is congruent to TQ
Properties of Vertical Angles
RQ is congruent to SQ
SAS Theorem
Angle PQR is congruent to Angle TQS
Definition of Midpoint
Triangle PQR is congruent to Triangle TQS
- 15. Match
Match the Statement to the appropriate Reason.
Given
1) AC bisects Angle BAD and Angle BCD
Definition of Angle Bisector
2) Angle BAC is congruent to Angle DAC
Definition of Angle Bisector
3) Angle BCA is congruent to Angle DCA
ASA Theorem
AC is congruent to AC
Reflexive Property
Triangle ABC is congruent to Triangle ADC
- Answer choicesTagsAnswer choicesTags