NCERT Solutions for Chapter: Understanding Elementary Shapes, Exercise 1: Exercise
NCERT Mathematics Solutions for Exercise - NCERT Solutions for Chapter: Understanding Elementary Shapes, Exercise 1: Exercise
Attempt the practice questions on Chapter 5: Understanding Elementary Shapes, Exercise 1: Exercise with hints and solutions to strengthen your understanding. Mathematics Textbook of Competency Based Questions for Class VI solutions are prepared by Experienced Embibe Experts.
Questions from NCERT Solutions for Chapter: Understanding Elementary Shapes, Exercise 1: Exercise with Hints & Solutions
A truss is a structural framework of wood or metal arranged in a pattern which is used to support roofs or bridges. The structure of a truss made of iron rods is shown in the figure below.
The rods and are perpendicular to the base . A number of triangles are formed by the rods.
In the triangle , side . In the triangle , all sides are equal and is the mid-point of .
The sides of triangle are of length and . Is triangle an isosceles triangle? Why?

The figure given below shows a tyre of a bicycle.
What type of angle does Spoke make with Spoke ?

The figure below shows a combination of shapes.
In the figure, is parallel to and is parallel to .
is a square. is a rectangle. and are triangles.
Arun joins and . is an extension of . Which type of quadrilateral is ? Justify your answer.

The figure below shows a combination of shapes.
In the figure, is parallel to and is parallel to .
is a square. is a rectangle. and are triangles.
Which of the following quadrilaterals is regular?

The figure below shows a combination of shapes.
In the figure, is parallel to and is parallel to .
is a square. is a rectangle. and are triangles.
Looking at the figure, Raji claims that, ‘ is a rhombus’. Do we have sufficient information to accept her claim? Justify your answer.

Which of the following is true?
(A) Triangle is a polygon.
(B) An isosceles triangle can be obtuse.
(C) All scalene triangles are acute.

Find the maximum length of the side of a square sheet that can be cut off from a rectangular sheet of size .

A regular polygon has sides where . Each of the its interior angles is an integer in degrees. How many such polygons are possible?
