Embibe Big Book for Mathematics for Maharashtra Board Class 8

Mathematics

Quadrilateral : Constructions and Types

In this chapter, you will study quadrilaterals and types of quadrilaterals. You will also learn about the properties of trapezium, kite, rectangle, rhombus, and a parallelogram.

This topic covers concepts such as construction of a quadrilateral, construction of a quadrilateral when five measurements are given, construction of a quadrilateral when two diagonals and three sides are given, etc.

Construction of Quadrilaterals

This topic covers concepts such as Parallelogram, Trapezium, Kite Shaped Quadrilateral, Properties of a Kite Shaped Quadrilateral, Construction of a Quadrilateral when Special Properties are Known, etc.

Construction of Special Quadrilaterals

MATHEMATICS Textbook for Class VIII

Mathematics Standard Eight

Joy Of Mathematics 8

How are Parallelograms Constructed?

Construction of Rhombus With Special Properties

Construction of a Square

How to Construct Rectangles

Construction of a Trapezium

Quadrilateral When 3 Sides, 2 Diagonals Are Given

Quadrilateral When 4 Sides,1 Diagonal Are Given

How to Construct a Unique Parallelogram

Construct a Rhombus When the Two Diagonals Are Known

In this chapter, we will study the properties of the chord of a circle, arcs corresponding to the arc of the circle, and finding the length of the radius when the chord is given. Finding the distance of the chord from the centre is also explained.

Circle - Chord and Arc

This chapter describes the terms related to a cone and gives the formula to find surface area and volume. It also explains the surface area of a sphere and includes some solved examples to explain the application of these formulas.

Surface Area and Volume

This chapter discusses the areas of trapezium, parallelogram, circle, trapezium, rhombus, and triangle using Heron's formula. The area of figures having irregular shapes is also discussed here.

Area

This chapter describes the congruence of a plane figure. It also teaches us the congruence among line segments, besides the congruence of the angles.

Congruence of Triangles

This chapter explains the altitude of a triangle and its construction, median of a triangle and how to draw medians of a triangle. It also mentions special points of a triangle, such as the point of concurrence, centroid and orthocentre.

Altitudes and Medians of a triangle

This chapter explains the properties of parallel lines and transversals. Angles made by the transversal, transversal of parallel lines are described. It also teaches how to draw a line parallel to the given line through a point.

Parallel lines and transversal

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Quadrilateral : Constructions and Types

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