if 3tanA=4, proof that
1 - sin a upon 1 + cos A is equal to 1 upon 2 root 2
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3tanA=4
or, tanA=4/3=p/b
Using Pythagorus theorem, h²=p²+b² we get,
h²=4²+3²
or, h²=16+9
or, h²=25
or, h=5 (neglecting the negative sign)
∴, sinA=b/h=4/5 and cosA=h/p=3/5
√(1-sinA/1+cosA)
=√(1-4/5)/(1+3/5)
=√{(5-4)/5}/{(5+3)/5}
=√(1/5)/(8/5)
=√1/5×5/8
=√1/8
=1/2√2
heroboy53:
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