if cos teeta = 3/5 then what is the value of 6 tan teeta - 5 cos teeta
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Answer:
cos A = 3/5 = AB/AC
According to Pythagoras theorem
AC² = AB²+BC²
5² = 3²+ BC²
25 = 9 + BC²
BC² = 25 - 9
BC² = 16
BC = √16
BC = 4 cm
6tan∅ - 5cos ∅
6(4/3) - 5(3/5)
24/3 - 15/3
24-15/3
9/3
3
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