Home Mathematics Solvetan(2x) = 2sin2x0°<=x<=360° Solvetan(2x) = 2sin2x0°<=x<=360°Mathematics mobeteOctober 23, 20214 CommentsSolve tan(2x) = 2sin2x 0°<=x<=360°
t= half of the arc subtended by t.r= half of the arc subtended by r. t+r= half of the arc subtended by t + half of the arc subtended by r= half of 360=180step-by-step explanation:[tex]Quadrilateral stwr is inscribed inside a circle as shown below. write a proof showing that angles t[/tex]Reply
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step-by-step explanation:
We need more info then that
t= half of the arc subtended by t.
r= half of the arc subtended by r.
t+r= half of the arc subtended by t + half of the arc subtended by r= half of 360=180
step-by-step explanation:
[tex]Quadrilateral stwr is inscribed inside a circle as shown below. write a proof showing that angles t[/tex]
Bis the !