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Question-96785




Question Number 96785 by  M±th+et+s last updated on 04/Jun/20
Answered by mr W last updated on 04/Jun/20
Commented by mr W last updated on 04/Jun/20
r+r cos α=a  ⇒cos α=(a/r)−1=((144)/(80))−1=(4/5)  tan β=(r/(a−r sin α))=(1/((a/r)−sin α))=(1/(((144)/(80))−(3/5)))=(5/6)  γ=(π/2)−2β  m=(a/(cos γ))=(a/(sin 2β))=(a/(2 sin β cos β))  =((144)/(2×((5×6)/(5^2 +6^2 ))))=((732)/5)=146.4
r+rcosα=acosα=ar1=144801=45tanβ=rarsinα=1arsinα=11448035=56γ=π22βm=acosγ=asin2β=a2sinβcosβ=1442×5×652+62=7325=146.4
Commented by  M±th+et+s last updated on 04/Jun/20
great work mr W. thanx
greatworkmrW.thanx

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