Mathematics Question and Solution

By Ogheneovo Daniel Ephivbotor
18th March, 2024

Let x be 4 units.


Calculating total blue length of arc.


It implies;

½(circumference of a circle with radius 2 units + circumference of a circle with radius 1 unit + circumference of a circle with radius 0.5 units).


= ½(2*2π+1*2π+0.5*2π)

= ½(4π+2π+π)

= ½(7π) units.


Calculating green length of arc.


It's radius is;

½((x/4)+(x/2)+x)

And x is 4 units.


½(1+2+4)

= ½(7) units.


Therefore green length of arc is;


½(2π(½(7))

= ½(7π) units.


It implies;


Blue length of arc (½(7π)) = Green length of arc (½(7π))

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