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Question Number 111267 by I want to learn more last updated on 03/Sep/20

Answered by Her_Majesty last updated on 03/Sep/20

tanα−tanβ=((sin(α−β))/(cosαcosβ)); cosαcosβ=((cos(α−β)+cos(α+β))/2)  (a/b)=((tan10°)/(tan50°−tan40°))=(((sin10°)/(cos10°))/((sin10°)/(cos50°cos40°)))=((cos50°cos40°)/(cos10°))=  =(((cos10°+cos90°)/2)/(cos10°))=(((cos10°)/2)/(cos10°))=(1/2)

tanαtanβ=sin(αβ)cosαcosβ;cosαcosβ=cos(αβ)+cos(α+β)2ab=tan10°tan50°tan40°=sin10°cos10°sin10°cos50°cos40°=cos50°cos40°cos10°==cos10°+cos90°2cos10°=cos10°2cos10°=12

Commented by I want to learn more last updated on 03/Sep/20

Thanks ma, i appreciate

Thanksma,iappreciate

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