Let A = {1,2,3,4,5}. Let R be a relation on A defined as R = {(a,b): a+b≥4}.
Let S be a relation on A defined as S={(a,b): a+b is a multiple of 3}. Find R and S.
Determine whether R and S are reflective, symmetric, and transitive.
Circle with the radius 210 cm, is the collection of all the points which are at a fixed distance of 210 cm from the fixed point. The fixed point is called as center of the circle.
Area of circle is given by
A = π × r²
Here, radius of circle = r = 210cm
Therefore,
A = (3.14) × (210)² = 138474 cm².
Hence, the area of circle with radius 210 cm is 138474 cm²
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