Mathematics Question and Solution

By Ogheneovo Daniel Ephivbotor
7th July, 2023

Let AB be 1 unit.


(1/sin100) = (b/sin30)

b = 0.50771330594 units.


(1/sin110) = (d/sin30)

d = 0.53208888624 units.

d is CB.


(0.50771330594/sin30) = (c/sin50)

c = 0.77786191343 units.


a² = 0.77786191343²+0.53208888624²-2*0.77786191343*0.53208888624cos10

a = 0.27014860749 units.


Therefore, showing that;


c = a+b


Again;


a = 0.27014860749 units.

b = 0.50771330594 units.

c = 0.77786191343 units.


It implies;


a+ b = 0.27014860749+0.50771330594

= 0.77786191343 units, which is c.


Showed!

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