formula of 2sinA.cosB
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Hi ,
We know that,
*******************************************
If A and B are any two angles then
i) Sin( A + B ) = sinA cosB +CosAsinB
ii ) sin(A- B ) = sinAcosB - CosAsinB
*********************************************
Sin(A +B ) + sin(A - B )
= SinAcosB+cosAsinB + sinAcosB
- cosAsinB
= 2sinAcosB
Therefore ,
2sinAcosB = sin( A+B ) + sin( A- B )
I hope this helps you.
:)
We know that,
*******************************************
If A and B are any two angles then
i) Sin( A + B ) = sinA cosB +CosAsinB
ii ) sin(A- B ) = sinAcosB - CosAsinB
*********************************************
Sin(A +B ) + sin(A - B )
= SinAcosB+cosAsinB + sinAcosB
- cosAsinB
= 2sinAcosB
Therefore ,
2sinAcosB = sin( A+B ) + sin( A- B )
I hope this helps you.
:)
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