If the ratio between the length of the shadow of a tower and its height is√3 :1, then what is the angle of elevation of Sun? Share with your friends Share 19 Varun.Rawat answered this Let AB be the tower and BC be its shadow.Let ∠C be the angle of elevation of the sun.Now, BCAB = 31⇒ABBC = 13Now, in ∆ABC,tan C = perpendicularbase⇒tan C = ABBC⇒tan C = 13⇒tan C= tan 30°⇒C= 30°Hence, angular elevation of sun = 30° 32 View Full Answer Pratap Jindal answered this 60 degree 0 Varsha Ramdas answered this tan Q = ab/bctan Q= root 3/ 1Therefore, Q= 60 degreethumbs up...:) 22
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