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7 questions
If under a given correspondence, the hypotenuse and one side of a right-angled triangle are respectively equal to the hypotenuse and one side of another right-angled triangle, then the triangles are congruent. This is known as
RHS congruence criterion
ASA congruence criterion
SSS congruence criterion
SAS congruence criterion
Which of the following pair of triangles is congruent?
Observe the following figure and choose which of the following statement is true?
△GOT ≅ △ARE by RHS criterion
△GOT ≅ △ARE by SAS criterion
△GOT ≅ △ARE by ASA criterion
None of these
In the given figure, △KLM is shown. If there is another triangle △RPQ such that △KLM ≅ △RPQ, then
∠P = 90⁰, side PQ = 5 cm and side PR = 4 cm
∠P = 90⁰, side PQ = 4 cm and side PR = 5 cm
∠P = 90⁰, side RQ = 5 cm and side PR = 4 cm
∠P = 90⁰, side RQ = 4 cm and side PR = 5 cm
In the following figure, O is the midpoint of FG and FE = GH, then which of the following statement is true?
Side EO = side OH
Side EF = side EO
Side OH = side GH
All of the above
In the following figure, PQ is perpendicular to QR, SR is perpendicular to QR and PR = QS. Then which of the following statement is meaningful?
△PQR ≅ △SQR
△QRP ≅ △QRS
△PQR ≅ △SRQ
△PRQ ≅ △SRQ
In the following figure, line segment XO is the altitude of △XYZ. Then which of the following statement is true?
△XYZ is an isosceles triangle
Altitude XO divides the side YZ into two equal parts
Altitude XO divides the side YZ into two unequal parts
Both option 1 and option 2
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