TAMS Educational Society

TAMS Educational Society TAMS Educational Society is a pioneer institute in the field of coaching for Competitive Exams.

13/02/2017

Some important formulae of
Rectangle :

Area = lb
Perimeter = 2(l+b)
Square :

Area = a×a
Perimeter = 4a
Parallelogram

Area = l × h
Perimeter = 2(l+b)
Triangle :

Area =b×h/2 or √s(s-a)(s-b)(s-c)…………….where s=a+b+c/2
Right angle Triangle :

Area =1/2(bh)
Perimeter = b+h+d
Isosceles right angle triangle :

Area = ½. a2
Perimeter = 2a+d……………………….where d=a√2
Equilateral Triangle :

Area = √3. a2/4 or ½(ah)….where h = √3/2
Perimeter = 3a
Trapezium :

Area = 1/2h(a+b)
Perimeter = Sum of all sides
Rhombus :

Area = d1 × d2/2
Perimeter = 4l
Quadrilateral

Area =1/2 × Diagonal × (Sum of offsets)
Kite :

Area = d1×d2/2
Perimeter = 2 × Sum on non-adjacent sides
Circle :

Area = πr^2 or πd^2/4
Circumference = 2πr or πd
Area of sector of a circle = (θπr^2 )/360
Frustum :

Curved surface area = πh(r1+r2)
Surface area = π( r12+ h(r1+r2) + r22)
Cube :

Volume: V = l3
Lateral surface area = 4a2
Surface Area: S = 6s2
Diagonal (d) = √3l
Cuboid :

Volume of cuboid: lbh
Total surface area = 2 (lb + bh + hl) or 6l2
Length of diagonal =√(l^2+b^2+h^2)
Right Circular Cylinder :

Volume of Cylinder = π r2 h
Lateral Surface Area (LSA or CSA) = 2π r h
Total Surface Area = TSA = 2 π r (r + h)
Volume of hollow cylinder = π r h(R2 – r2)
Right Circular cone :

Volume = 1/3 π r2h
Curved surface area: CSA= π r l
Total surface area = TSA = πr(r + l )
Sphere

Volume: V = 4/3 πr3
Surface Area: S = 4πr2
Hemisphere :

Volume = 2/3 π r3
Curved surface area(CSA) = 2 π r2
Total surface area = TSA = 3 π r2
Prism :

Volume = Base area x h
Lateral Surface area = perimeter of the base x h
Pyramid:

Volume of a right pyramid = (1/3) × area of the base × height.
Area of the lateral faces of a right pyramid = (1/2) × perimeter of the base x slant height.
Area of whole surface of a right pyramid = area of the lateral faces + area of the base.
Tetrahedron :

Area of its slant sides = 3a2√3/4
Area of its whole surface = √3a2
Volume of the tetrahedron = (√2/12) a 3
Regular Hexagon :

Area = 3√3 a2 / 2
Perimeter = 6a
Some other Formula :

Area of Pathway running across the middle of a rectangle = w(l+b-w)
Perimeter of Pathway around a rectangle field = 2(l+b+4w)
Area of Pathway around a rectangle field =2w(l+b+2w)
Perimeter of Pathway inside a rectangle field =2(l+b-4w)
Area of Pathway inside a rectangle field =2w(l+b-2w)
Area of four walls = 2h(l+b)

06/02/2017
03/02/2017
03/02/2017

TAMS Educational Society is a pioneer institute in the field of coaching for Competitive Exams.The initial focus of the institute is to provide systematic and practice-based classroom coaching to students of Class 6 to 12 and 12 pass outs aspiring to do well in Engineering/Medical.

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Madhubani
847211

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+919999999780

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