Maths Formulas for Class 9 | List Of All Important Formulas | - GMS - Learning Simply
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Maths Formulas for Class 9 | List Of All Important Formulas |

Maths Formulas for Class 9

Maths formulas for Class 9 are provided here for the students who consider Mathematics subject as a nightmare and difficult to understand. This may cause them to feel reluctant and lose interest from studies. Therefore, to help them understand Maths in a simple way, we have accumulated all the important formulas for 9th standard Maths subject, which students can easily remember.

The formulas are given here as per the NCERT syllabus for all the topics such as Algebra, Geometry, Polynomials, etc.

Class 9 Math Formulas Tables

When you are clear with the logic behind every formula, solving any kind of problem become easier. If you are perfect with all the below-mentioned formulas in Maths for Class 9 that is listed chapter-wise, nothing can stop you from scoring maximum marks in the final examination.

Geometry

Geometry Shapes Formulas for Class 9
Geometric FigureAreaPerimeter
RectangleA= l × wP = 2 × (l+w )
TriangleA = (1⁄2) × b × hP = a + b + c
TrapezoidA = (1⁄2) × h × (b1+ b2)P = a + b + c + d
ParallelogramA = b × hP = 2 (a+b)
CircleA = π r2C = 2 π r

Algebra

Surface Area and Volumes

ShapeSurface AreaVolume
Cuboid2(lb + bh +lh)

l= length, b=breadth, h=height

lbh
Cube6a2a3
Cylinder2πr(h+r)

r = radius of circular bases

h = height of cylinder

πr2h
Coneπr(l+r)

r=radius of base

l=slant height 

Also, l2=h2+r2, where h is the height of cone

(1/3)πr2h
Sphere4πr2(4/3)πr3

Heron’s Formula



A r e a   o f   t r i a n g l e   u s i n g   t h r e e   s i d e s = s ( s a ) ( s b ) ( s c )

Heron’s Formula

Semi-perimeter, s = (a+b+c)/2

Polynomial

Polynomial Formula

Statistics

Measure of Central Tendency
Mean Sum of Observation/Total number of observation = ∑ x/n
Median[(n+1)/2]th term [For odd number of observation]

Mean of (n/2)th term and (n/2+1)th term [For even number of observation]

ModeValue which is repeated maximum time in a data set

Probability

Empirical Probability = Number of trials with expected outcome/Total number of Trials

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