if cos A=2/5, find the value of 4+4 tan square A
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given cosA = 2/5
side of adjacent to angle A / hypotenuse
AB/AC= 2/5
let AB = 2x
AC = 5x
using Pythagoras theorem to find BC
( hypotenuse)²= (height)²+(base)²
AC² = AB²+BC²
see the continue part in the picture
remaining continue
thus 4+tan²A
4+4(✓21/2)²
4+4*21/4
4+21
25
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