Class 7 Congruence Of Triangles CBSE Questions & Answers
Class 7 · Congruence Of Triangles
This is Mathematics Class 7 Congruence of Triangles CBSE Questions & Answers. There are 15 questions in this test with each question having around four answer choices.
Questions & Answers
1
The lengths of two sides of a triangle are 12 cm and 15 cm. Between what two measures should the length of the third side fall?
- Agreater than 2 and less than 30 cm
- BNone of these
- Cgreater than 9 and less than 27 cm
- Dgreater than 2 and less than 27 cmCorrect
2
An _______ is formed when lines or line segments meet.
- Aline segment
- BangleCorrect
- Cline
- Dray
3
Determine whether the triangle whose lengths of sides are 3 cm, 4 cm, 5 cm is a ______________.
- Aright-angledCorrect
- Bacute-angled
- CNone of these
- Dobtuse-angled
4
A median wholly lie in the __________ of the triangle.
- ANone of these
- BinteriorCorrect
- Con
- Dexterior
5
The sum of an exterior angle of a triangle and its adjacent interior angle is ________.
- A140\(^\circ \)
- B180\(^\circ \)Correct
- C100\(^\circ \)
- D120\(^\circ \)
6
In an isosceles triangle base angles opposite to the equal sides are __________.
- Anot equal
- Bsimilar
- CequalCorrect
- DNone of these
7
The side opposite to the right angle is called the _________ of the right-angled triangle.
- AhypotenuseCorrect
- Bperpendicular
- Cbase
- DNone of these
8
Which congruence criterion do you use in the following? Given: ZX = RP, RQ = ZY, ∠PRQ = ∠XZY. So, \(\triangle \)PQR \( \cong \) \(\triangle \)XYZ
- ASSS
- BNone of these
- CASA
- DSASCorrect
9
If two line segments are ___________, they have the same length.
- Anot congruent
- Bsimilar
- CNone of these
- DcongruentCorrect
10
The three angles of a triangle are in the ratio 4:5:1. Find all the angles of the triangle.
- ANone of these
- B62 \(^\circ \), 90 \(^\circ \), 28 \(^\circ \)
- C72 \(^\circ \), 90 \(^\circ \), 18 \(^\circ \)Correct
- D50 \(^\circ \), 90 \(^\circ \), 40 \(^\circ \)
11
By which congruence rule following triangles are congruent?

- ASAS
- BSSS
- CRHSCorrect
- DASA
12
In the below figure, by which congruence rule the following triangles are congruent?

- AASA
- BSSS
- CRHSCorrect
- DSAS
13
In the below figure, BD and CE are altitudes of \(\triangle \)ABC such that BD = CE then by which congruence rule \(\triangle \)CBD \( \cong \) \(\triangle \)BCE?

- ASSS
- BSAS
- CASA
- DRHSCorrect
14
It is to be established by RHS congruence rule that \(\triangle \)ABC \( \cong \) \(\triangle \)RPQ. What additional information is needed, if it is given that \(\angle \)B = \(\angle \)P = 90 \(^\circ \) and AB = RP?
- ANone of these
- B\(\angle \)A = \(\angle \)P
- CAC = RQCorrect
- DBC = QR
15
If ABC and DEF are congruent triangles such that \(\angle \)A = 47\(^\circ \) and \(\angle \)E = 83\(^\circ \), then \(\angle \)C =
- A90\(^\circ \)
- BNone of these
- C50\(^\circ \)Correct
- D100\(^\circ \)