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Question Number 193069 by Mingma last updated on 03/Jun/23

Answered by ajfour last updated on 03/Jun/23

Commented by ajfour last updated on 03/Jun/23

a=17cos θ  psin θ+10sin θ+6cos θ=a=17cos θ  ⇒  p+10=11cot θ  cot θ=((6+p)/(10))  ⇒  10cos θ−6+10=11cot θ  10cos θsin θ+4sin θ=11cos θ  (1−t^2 )(10t+4)^2 =121t^2   t=cos θ≈0.76483  a^2 =289t^2 ≈169.05  sq units

a=17cosθpsinθ+10sinθ+6cosθ=a=17cosθp+10=11cotθcotθ=6+p1010cosθ6+10=11cotθ10cosθsinθ+4sinθ=11cosθ(1t2)(10t+4)2=121t2t=cosθ0.76483a2=289t2169.05squnits

Commented by MM42 last updated on 04/Jun/23

it was a beautiful solution.  p+10=11cotθ  p+6=10cotθ  ⇒cotθ=4⇒cosθ=(4/( (√(17))))⇒a=((20)/( (√(17)))) ⇒s=((400)/(17))

itwasabeautifulsolution.p+10=11cotθp+6=10cotθcotθ=4cosθ=417a=2017s=40017

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