NCERT Class 9 Maths Formula CBSE Board Sample Problems Part 11 (For CBSE, ICSE, IAS, NET, NRA 2022)
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11. Heron Formula
S. no | Term | Description |
1 | Mensuration | It is branch of mathematics which is concerned about the measurement of length, area, and Volume of plane and Solid figure |
2 | Perimeter | (a) The perimeter of plane figure is defined as the length of the boundary (b) Its units are same as that of length i.e.. . , m, cm, km |
3 | Area | (a) The area of the plane figure is the surface enclosed by its boundary (b) Its unit is square of length unit. i.e.. . , |
Unit Conversion
1 Meter | 10 Decimeter | 100 centimeter |
1 Decimeter | 10 centimeter | 100 millimeter |
1 Km | 10 Hectometer | 100 Decameter |
1 Decameter | 10 meter | 1000 centimeter |
1 square Meter | 100 square Decimeter | 10000 square centimeter |
1 square Decimeter | 100 square centimeter | 10000 square millimeter |
1 Hectare | 100 square Decameter | 10000 square meter |
1 square myraimeter | 100 square kilometer | square meter |
Perimeter and Area of Different Figure
N | Shape | Perimeter/height | Area |
1 | Right angle triangle Base = b, Height = h Hypotenuse = d | Height = h | |
2 | Isosceles right angled triangle Equal side = a | Height = a | |
3 | Any triangle of sides a, b c | Where This is called Heron՚s formula (sometimes called Hero՚s formula) is named after Hero of Alexandria | |
4 | Square Side = a | ||
5 | Rectangle of Length and breadth L and B respectively | A = LX B | |
6 | Parallelograms Two sides are given as a and b | A = Base X height When the diagonal is also given, say d Then W here | |
7 | Rhombus Diagonal d1 and d2 are given | ||
8 | Quadrilateral (a) All the sides are given a, b, c, d (b) Both the diagonal are perpendicular to each other (c) When a diagonal and perpendicular to diagonal are given where d is diagonal and and are perpendicular to that | (a) | (a) Where (b) Where and are the diagonal (c) |