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WorksheetsCongruence of triangle
Total questions: 16
Worksheet time: 8mins
How will you represent the two triangles in congruence?
△ABC ≅ △PQR
△BAC ≅ △PQR
△ABC ≅ △RPQ
△ACB ≅ △PQR
∆ABC ≅ ∆XYZ. By which critieria?
SAS
ASA
SSS
SSA
Figures that have the same _____ and size are congruent triangles
corresponding
angles
shape
corner
∆HSM ≅ ∆VLK
which of the following is true?
HS ≅ VL
HS ≅ VK
SM ≅ VL
HM ≅ KL
Which of the following is NOT a congruency criteria for triangles ?
SSS
AAA
AAS
ASA
SAS
Two plane figures are said to be congruent if they have :
same length and same breadth
same length but different breadth
same size and same shape
different size but same shape
What is the side included between the angles M and N of ∆MNP?
MN
NP
MP
None of these
∆ABC and ∆RQP are congruent with the same correspondence. Write the parts of ∆ ABC that corresponds to RP.
AB
BC
AC
None of these
Which of the following is a pair of congruent figures :
A regular pentagon and a regular hexagon.
A rhombus and a square
Two equilateral triangles of the same length of their sides.
Two equilateral triangles having different length of their sides from each other.
IF triangle ADB and ACB are congruent angle ADB=60 degree,ACB=60 degree ,DAB=CAB=60 degree then ABD=ACB=x degree x=
50 degree
45 degree
60 degree
75 degre
The three sides of one triangle are equal to the three corresponding sides of another triangle then the triangle is congruent by ———- criteria.
A. SSS Criteria
B. SAS criteria
C. RHS Criteria
Which angle is included between the sides XY and XZ of triangle XYZ?
X
Y
Z
Which of the following is a pair of congruent figures :
A regular pentagon and a regular hexagon.
A rhombus and a square
Two equilateral triangles of the same length of their sides.
Two equilateral triangles having different length of their sides from each other.
Are the triangles congruent?
Yes, by AAS≅
Yes, by ASA≅
Yes, by AA≅
Yes, by SAS≅
Not enough information
