Triangles CBSE Questions & Answers
Triangles
This is Mathematics Class 09 Triangles CBSE Questions & Answers. There are 15 questions in this test with each question having around four answer choices.
Questions & Answers
1
\(\triangle PQR\), \(\angle P = 60^\circ \), \(\angle Q = 50^\circ \) and Which side of the triangle is the longest?
- APQCorrect
- BQR
- CPR
- DNone.
2
\(\triangle PQR\), \(\angle P = 60^\circ \), \(\angle Q = 50^\circ \) and Which side of the triangle is the longest?
- APR
- BQR
- CNone.
- DPQCorrect
3
In the given figure, the ratio is:

- Ait is 2:1
- Bit is 3:1
- Cit is 1:1Correct
- Dit is 1:2
4
In \(\triangle ABC\), \(\angle A\) = \(50^\circ \), \(\angle B = 60^\circ \), arranging the Side of the triangle in ascending order, we get:
- AAB<BC<CA
- BBC<CA<ABCorrect
- CBC<AC<CA
- DCA<AB<BC
5
In \(\triangle AOC\) and \(\triangle XYZ\), \(\angle A = \angle X\), AO = YZ, AC = XY, then by which congruence rule \(\triangle AOC \cong \triangle XYZ\)
- ASSS
- BRHS.
- CSASCorrect
- DASA
6
It is not possible to construct a triangle when its sides are:
- A8.3 cm, 3.4 cm, 6.1 cm
- B3 cm, 5 cm, 5 cm
- C5.4 cm, 2.3 cm, 3.1 cmCorrect
- D6 cm, 7 cm, 70 cm
7
\(\triangle ABC\) = \(\triangle PQR\), then which of the following is true?
- AAB = RP
- BCA = RPCorrect
- CAC = RQ
- DCB = QP
8
In figure, ABCD is a quadrilateral in which AB=BC and AD=DC. Measure of \(\angle BCD\)is:

- A30\(^\circ \)
- B150\(^\circ \)
- C105\(^\circ \)Correct
- D72\(^\circ \)
9
D is a Point on the Side BC of a \(\triangle ABC\) such that AD bisects \(\angle BAC\) then:
- ACD>CA
- BBD = CD
- CBD>BA
- DBA>BDCorrect
10
In right triangle DEF if \(\angle E = 90^\circ \), then:
- ADF is the shortest side
- BDF is the longest sideCorrect
- CDE is the longest side
- DEF is the longest side
11
Given \(\triangle OAP \cong \triangle OBP\) in figure, the criteria by which the triangle are congruent.
- AASA
- BSASCorrect
- CSSS
- DRHS
12
In figure, in \(\triangle ABC\), AB=AC, the value of x is
- A130\(^\circ \)Correct
- B80\(^\circ \)
- C120\(^\circ \)
- D100\(^\circ \)
13
In figure ,if OA=OB,O=OC then \(\triangle AOD \cong \triangle BOC\) by congruent
- ASASCorrect
- BASA
- CRHS.
- DSSS
14
In figure ,if AB=AC a AP=AQ, then by which congruence criterion \(\triangle PBC \cong \triangle QCB\) ?
- ASSS
- BRHS.
- CASA
- DSASCorrect
15
In an isosceles \(\triangle ABC\),AB=AC an side BA is produced to D such that AB=AD. Then the measure of \(\angle BCD\) is
- A70\(^\circ \)
- BNone
- C60\(^\circ \)
- D90\(^\circ \)Correct