Friction is that force which opposes the relative movement of two surfaces in contact. It influences everything from the simple act of walking to driving-thus a very integral part of everyday life.
Friction formula is represented as
The values are, the force of friction is Ff, the coefficient of friction is μ and the strength of the normal force is Fn.
The Normal force is equal to the weight of the given body. Thus the Normal force (Fn) can be expressed as:
Where,
The mass of the object is m and g is gravity.
The friction formula is for calculating friction between any two given bodies.
Given below are problems on friction that helps to know where the formula can be used:
Problem 1: A boy is pulling a box of mass 10 Kg. What is the standard force acting and also calculate the frictional force if the coefficient of friction μ is 0.3?
Solution
Given,
Mass, m = 10 Kg,
Normal force, Fn =?
Normal force is given by
= 10 Kg × 9.8
= 98 N.
Frictional force is presented as
= 0.3 × 98 N.
= 29.4 N.
Problem 2: Nancy of mass 40 Kg is slipping on the frost. If the coefficient of friction acting is 0.45. Calculate the frictional force acting between her and the frost layer?
Answer:
Given,
Mass m = 40 Kg,
Coefficient of friction μ = 0.3,
The Normal force is presented as Fn = mg
= 40 Kg × 9.8
= 392 N.
The Frictional force is given as
= 0.45 × 392 N
= 176.4 N.
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Formula: Ptolemy’s Theorem relates the sides and diagonals of a cyclic quadrilateral. For a cyclic quadrilateral ABCD with diagonals AC and BD, the theorem states: