If 0<θ<25, prove that cos(65+ θ) - sin(25-θ) = 0
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Step-by-step explanation:
= cos(65+@)-sin(25-@)
= cos(90-25+@) - sin(25-@)
= cos(90-(25-@)) - sin(25-@)
= sin(25-@) - sin(25-@)
= 0
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Cos( 65+teta) - cos ( 90-25+teta)
Cos (65+teta) - cos ( 65+teta)
Which equals to 0
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