Prove that 1 - cos²β = sin²β
Answers
Answered by
4
hey here is your answer
taking LHS FIRST
1-cos2B
we know cos2B=1-sin2B
putting these values in LHS
SOO
1-(1-SIN2B)
1-1+SIN2B
SIN2B
SOOO LHS=RHS
HOPE YOU YOU UNDERSTAND
MARK BRILLIANT
taking LHS FIRST
1-cos2B
we know cos2B=1-sin2B
putting these values in LHS
SOO
1-(1-SIN2B)
1-1+SIN2B
SIN2B
SOOO LHS=RHS
HOPE YOU YOU UNDERSTAND
MARK BRILLIANT
Answered by
1
As per the theorem
⇒Sin²β+Cos²β= 1
⇒Sin²β = 1- Cos²β (By subtracting Cos²β on both the sides)
Done!!!!!!
jacekylie1:
nice
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