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let-A-arctanx-arctany-give-another-form-of-A-if-xy-1-




Question Number 34420 by math khazana by abdo last updated on 06/May/18
let A  = arctanx −arctany  give another form of A if  xy≠−1 .
letA=arctanxarctanygiveanotherformofAifxy1.
Commented by math khazana by abdo last updated on 07/May/18
we have tanA =tan(arctanx−arctany)  = ((x−y)/(1+xy))  ⇒ A= arctan( ((x−y)/(1+xy)))
wehavetanA=tan(arctanxarctany)=xy1+xyA=arctan(xy1+xy)
Answered by tanmay.chaudhury50@gmail.com last updated on 07/May/18
A=tan^(−1) x−tan^(−1) y  =tan^(−1) (((x−y)/(1+xy)))
A=tan1xtan1y=tan1(xy1+xy)

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