We have that angle A =40 deg, AB=22, AC=29
we know that area =0.5∗AB∗AC∗sin(angle A)= 0.5^{*}\mathrm{AB}^{*}\mathrm{AC}^{*}\sin (\mathrm{angle~A})=0.5∗AB∗AC∗sin(angle A)
sin(A)=sin(40)=0.64\sin (\mathrm{A}) = \sin (40) = 0.64sin(A)=sin(40)=0.64
then area =0.5∗22∗29∗0.64=204.16= 0.5^{*}22^{*}29^{*}0.64 = 204.16=0.5∗22∗29∗0.64=204.16
Correct answer C.
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