evaluate : sin2 (15+A) - sin2 (15-A)
Answers
Answered by
39
Hay!!
Dear friend -
evaluate; sin²(15+A) - sin²(15-A)
Ⓜ️ Here is ur answer Ⓜ️
We kown that formula
=> sin²A-sin²b = sin(A+B) sin(A-B)
Then,
we put The equations in given formula and found it
=> Sin(15+A+15-A) Sin(15+A -15+A)
=> Here we found A-A = 0 and 15-15=0
so,
=> Sin 30×Sin 2A
=> 1/2Sin2A
I hope it's help you
Dear friend -
evaluate; sin²(15+A) - sin²(15-A)
Ⓜ️ Here is ur answer Ⓜ️
We kown that formula
=> sin²A-sin²b = sin(A+B) sin(A-B)
Then,
we put The equations in given formula and found it
=> Sin(15+A+15-A) Sin(15+A -15+A)
=> Here we found A-A = 0 and 15-15=0
so,
=> Sin 30×Sin 2A
=> 1/2Sin2A
I hope it's help you
Answered by
13
HEY!!
_______________________________
▶sin2(15+A)-sin2(15-A)
We kown that
▶sin2a - sin2b =sin(a+b) sin(a-b)
therefore,
▶Sin ( 15 +A +15 - A ) . Sin ( 15 + A -15 +A )
▶Sin 30 . Sin 2A
ANS) 1/2Sin2A
_______________________________
▶sin2(15+A)-sin2(15-A)
We kown that
▶sin2a - sin2b =sin(a+b) sin(a-b)
therefore,
▶Sin ( 15 +A +15 - A ) . Sin ( 15 + A -15 +A )
▶Sin 30 . Sin 2A
ANS) 1/2Sin2A
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