tan5A-ran3A/tan5A+tan3A=sin2A/sin8A
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Step-by-step explanation:
tan5A-tan3A/tan5A+tan3A
=(sin5A/cos5A - sin3A/cos3A ) /(sin5A/cos5A + sin3A/cos3A)
=((sin5Acos3A - sin3Acos5A)/cos5Acos3A) / ((
sin5Acos3A + sin3Acos5A)/cos5Acos3A)
=sin(5A-3A)/sn(5A+3A)
=sin2A/sin8A
Answered by
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Answer:
yes put tanA =sinA/cosA
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