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Centre of Gravity and Moment of Inertia plays an important role in the stability of the structure. Through this study, one can learn about the calculation of Centroid as well as the Moment of Inertia for the given Composite Section with respect to the reference axis taken at Extreme Left and Bottom of the Composite Section. The moment of Inertia (M.I) is also known as the angular mass or rotational inertia which is defined as the second moment of area. In other words, the torque required for the section to generate the required quantity of angular acceleration is known as the Moment of Inertia. According to Parallel and Perpendicular Axis Theorems, the value for M.I. is changed but it is constant for some standard shape sections as Rectangular, Circular, Triangular, etc CENTROID | CENTRE OF GRAVITY | CONCEPT | MOMENT OF INERTIA | DERIVATION OF CENTROID EQUATION • CENTROID | CENTRE OF GRAVITY | CONCEPT | M... CENTROID OF PLANE FIGURE | 2D ELEMENT | RECTANGLE | TRIANGLE | CIRCULAR |SEMI CIRCLE | QUARTER CIRCLE • CENTROID OF PLANE FIGURE | 2D ELEMENT | RE... DERIVATION OF MOMENT OF INERTIA | RECTANGLE | AT BASE | AT CENTROID • DERIVATION OF MOMENT OF INERTIA | RECTANGL... DERIVATION OF MOMENT OF INERTIA | TRIANGLE | RIGHT ANGLE | ISO-SCALE | AT BASE & APEX | AT CENTROID • DERIVATION OF MOMENT OF INERTIA | TRIANGLE... DERIVATION OF MOMENT OF INERTIA | CIRCLE | SEMI CIRCLE | QUARTER CIRCLE • DERIVATION OF MOMENT OF INERTIA | CIRCLE |... SURFACE AREA | PAPPU'S GULDINUS THEOREM | PART 01 • SURFACE AREA | PAPPU'S GULDINUS THEOREM | ... VOLUME | PAPPU'S GULDINUS THEOREM | PART 02 • VOLUME | PAPPU'S GULDINUS THEOREM | PART 02 I SECTION | PART 01 | MOMENT OF INERTIA | SYMMETRICAL SECTION | FLANGE AND WEB CONSIDERATION • I SECTION | PART 01 | MOMENT OF INERTIA | ... I SECTION | PART 02 | MOMENT OF INERTIA | SYMMETRICAL SECTION | RECTANGLE CONSIDERATION • I SECTION | PART 02 | MOMENT OF INERTIA | ... COMPOSITE SECTION | CENTROID | MOMENT OF INERTIA | SECTION HAVING ALL STANDARD SHAPES • SECTION HAVING ALL STANDARD SHAPES | COMPO...