This MCQ is based on the Concepts of Constructions.
This includes how to construct an angle using a compass and ruler, the construction of the triangle, and many more.
In Δ ABC, which of the following information is needed to construct it if it is known that measure of ∠B = 60 and BC = 6 cm :
With the help of a ruler and a compass, it is possible to construct an angle of
The construction of △ABC, given that BC = 5 cm, ∠B = 600 is not possible when the difference of AB and AC is equal to
The construction of the triangle ABC is possible if it is given that BC = 4 cm, ∠C = 60° and the difference of AB and AC is
If we want to construct a triangle, given its perimeter, then we need to know:
To construct a bisector of a given angle, we need:
Which of the following set of lengths can be the sides of a triangle?
Which of these angles cannot be constructed using ruler and compasses?
Which of the following angles can be constructed using a ruler and compass?
Which of the following angles can be constructed using a ruler and compasses?
Which of these angles we cannot construct it using a ruler and compasses?
Which of these angles cannot be constructed using a ruler and compasses?
If a, b and c are the lengths of three sides of a triangle, then:
Two radii of same circle are always :
May inclined at any angle
Parallel and may inclined at any angle
If two circles touches internally then distance between their centres is equal to
Sum of radii
Difference of radii
Not possible to determine