1. Square = Area = a2 (or) d2/2
Perimeter = 4a
d = √2a
Where 'a' is side and 'd' is diameter.
2. Rectangle: Area = 1b
Perimeter = 2 (1 + b)
d = √l2 + b2
Where l, b are length and breadth.
3. Triangle :
a) Area = 1/2 bh (b = base, h = height)
b) Area = √S(S - a)(S - b)(S - C)
Where S = (a + b + c)/2
4. Equilateral Trainagle :
Area = √3/4a2
Height = √3/2a
Perimeter = 3a
Where 'a' is the side.
5. Right angled triagle : d2 = S12 + S22
a) If a path of width 'P' is located outside, a Rectangle, then area of path = (1 + b + 2p)2p.
b) If the path is located inside the Rectangle, then area os path = (1 + b - 2p)2p.
6. Rhombus :
Area = 1/2 d1d2
p = 4a
Where d1 and d2 are two diagonals.
7. Parallologram :
Area = base x height
8. Trapezium :
Area = 1/2 h(a + b)
Where 'a' and 'b' are parallel sides and 'h' is the perpendicular distance.
9. Quadrilateral :
Area = 1/2 (Diagonal)(Sum of offsets)
10. Circle :
Area = Πr2
Perimeter = 2Πr
r = d/2
Where 'd' is the diameter.
Quantiative Aptitude Problems and Solutions
Where Area Problems of Quantitative Aptitude is Used?
Area Problems of Numerical and Quantitative Aptitude is used to improve individual's computational capabilities. Here you will be able to practice and learn All Boats and streams Problems along with Explanations (Questions with Answers) which will improve your Math skills. Also helps to write the Bank, Competitive Examination (like IBPS, LIC AAO, MAT, CAT, GRE) and other Government entrance test (SSC CGL, CDS, NDA, SCRA Railway Apprentice Exams, RRB, RBI ACIO).
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