The process of conversion from sum or difference into product is called __
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The process of conversion from sum or difference into product is called identities
The process of conversion from sum or difference into the product is called transformation.
(I) the amount of two sines into a result of a couple of sines and cosine
sin (X + Y) + sin (X - Y) = 2 sin X cos Y
(ii) the distinction of two sines into a result of a couple of cosine and sine
sin (X + Y) - sin (X - Y) = 2 cos X sin Y
(iii) the amount of two cosines into a result of two cosines
cos (X + Y) + cos (X - Y) = 2 cos X cos Y
(iv) the distinction of two cosines into a result of two sines
cos (X - Y) - cos (X + Y) = 2 sin X sin Y
(a), (b), (c) and (d) are considered as formulae of transformation from addition or subtraction to product.
The total-to-product equations permit us to communicate amounts of sine or cosine as products. These recipes can be gotten from the product-to-aggregate identities.