The shadow of flagstaff is three times
WebSep 1, 2024 · X STD CBSE Some Applications of Trigonometry The shadow of a flagstaff... - YouTube The shadow of a flagstaff is three times as long as the shadow of the flagstaff when the sun... WebThe shadow of a flagstaff is three times as long as the shadow of the flagstaff when the sun rays meet the ground at angle of 6 0 o. Find the angle between the sun rays and ground at …
The shadow of flagstaff is three times
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WebDec 25, 2010 · the shadow of a flag -staff is three times as long as the shadow of the flag-staff when the sun rays meet the ground at angle of 60 degree .Find the angle between … Web The shadow of a flagstaff is three times as long as the shadow of the flagstaff when the sun rays meet the ground at an angle of 60°. Find the angle between the sun rays and the …
WebThe shadow of a flagstaff is three times as long as the shadow of the flagstaff when the sunrays meet the ground at an angle of 60°. Find the angle between the sunrays and the ground at the time of longer shadow. from Mathematics Some Applications of Trigonometry Class 10 Haryana Board - English Medium Some Applications of Trigonometry WebFeb 24, 2024 · 10 grade maths. The shadow of a flagstaff is three times as... The shadow of a flagstaff is three times as long as the shadow of the flagstaff when the sun rays meet the ground at 60∘. . Find the angle between the sun rays and the ground at the time of the longer shadow. (a) 45∘. (b) 30∘. (c) 15∘. (d) 90∘.
Webkaran777296 Answer: the answer is A. theta 30^o. Step-by-step explanation: Let the height of the flagstaff be h and the length of its shadow be s. Then, we are given that the length of the longer shadow (let's call it S) is three times the length of the shorter shadow, so S = 3s. WebSolution For The shadow of a flagstaff is three times as long as the shadow of the flagstaff when the sun rays meet the ground at 60∘ Find he angle between the sun rays and the ground at the time of l.
WebFeb 24, 2024 · The shadow of a flagstaff is three times as long as the shadow of the flagstaff when the sun rays meet the ground at an angle of ${60^0}$. Find the angle between the sun rays and ground at the time of the longer shadow. A. ${\text{P}} = {30^0}$ B. ${\text{P}} = {60^0}$
WebClick here👆to get an answer to your question ️ The shadow of a flagstaff is three times as long as the shadow of the flagstaff when the sun rays meet the ground at angle of 60^o . … se o sunshower lyricsWebThe shadow of flagstaff is three times as long as the shadow of the flagstaff when the sun rays meet the ground at an angle of 6 0 ∘. Find the angle between the sun rays and the … seo subscription serviceWebMay 17, 2024 · 29 views asked May 17, 2024 in Mathematics by vikramkumar (40.7k points) If a flagstaff of 6 meters high placed on the top of a tower throws a shadow of 2√3 meters along the ground then the angel (in degrees) that the sun makes with the ground is : (1) 60° (2) 30° (3) 45° (4) none of these ntse Please log in or register to answer this question. the switchyard carrollton