Construction of a Triangle with RHS Criterion
Trending Questions
- height
- hypotenuse
- hemisphere
Construct a triangle PQR, in which ∠P = 30°, ∠Q = 45° and PQ + QR + RP = 22 cm. [4 MARKS]
- right angled
- isosceles
- acute angled
- obtuse angled
Question 2(a):
Identify three triangles in the figure:
- 90∘
- 180∘
- 360∘
- an obtuse angled triangle.
- a scalene triangle.
- an acute angled triangle.
- a right angled triangle.
Which of the following rule is preferred to draw a triangle exactly identical to a right angled triangle?
ASA
SSS
RHS
AAS
A triangle can be constructed by taking its sides as:
Which of the following concepts plays an important role in perpendicular bisector construction?
Similar triangles
Congruent triangles
Isoceles triangle
None of these
Which of the following rule is preferred to draw a triangle exactly identical to a right angled triangle?
RHS
AAS
ASA
SSS
In the given fig., ∠ XYZ cannot be written as
- ∠ Y
- ∠ ZXY
- ∠ ZYX
- ∠ XYP
For constructing ΔLMN exactly identical to ΔABC, choose from the options, the minimum measurements required.
LM, MN and LN
MN and LN
LM, MN, LN and ∠MLN
LM, MN, LN, ∠MLN and ∠MNL
- height
- hypotenuse
- hemisphere
- DF is the hypotenuse of Δ DEF
- ∠E+∠D=180∘
- EF = 3 cm
- ∠E=90∘
For constructing a triangle, we must know two sides and included angle. Which triangle can be uniquely constructed by knowing two sides and any other angle?
Isosceles triangle
Equilateral triangle
Right angled triangle
Scalene triangle
- Equilateral
- Right angled
- Scalene
- Isosceles
For constructing ΔLMN exactly identical to ΔABC, choose from the options, the minimum measurements required.
LM, MN and LN
LM, MN, LN and ∠MLN
MN and LN
LM, MN, LN, ∠MLN and ∠MNL
- inside the triangle
- outside the triangle
- on the hypotenuse
- on one of the perpendicular sides