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16/04/2026

π™²πš˜πš–πš™πš˜πšžπš—πš π™°πš—πšπš•πšŽ πšƒπš›πšŠπš—πšœπšπš˜πš›πš–πšŠπšπš’πš˜πš—πšœ
πš’πš— πšƒπš›πš’πšπš˜πš—πš˜πš–πšŽπšπš›πš’

​1. Product-to-Sum Transformations
​These are used when you have two different trigonometric functions multiplied together and you want to separate them into a sum or πšπš’πšπšπšŽπš›πšŽπš—πšŒπšŽ

πšœπš’πš—π™° 𝚌𝚘𝚜 𝙱 = 1/2 πšœπš’πš— (𝙰 + 𝙱) + πšœπš’πš— (𝙰 - 𝙱)
𝚌𝚘𝚜 𝙰 πšœπš’πš— 𝙱 = 1/2 πšœπš’πš— ( 𝙰 + 𝙱) - πšœπš’πš— (𝙰 - 𝙱)
𝚌𝚘𝚜 𝙰 𝚌𝚘𝚜 𝙱 = 1/2 𝚌𝚘𝚜 (𝙰 + 𝙱) + 𝚌𝚘𝚜 (𝙰 - 𝙱)
πšœπš’πš— 𝙰 πšœπš’πš— 𝙱 = 1/2 𝚌𝚘𝚜 ( 𝙰 - 𝙱) - 𝚌𝚘𝚜 (𝙰 + 𝙱)

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