tan θ = opposite / adjacent. Now, in the given we have: θ is the angle of elevation we want to find. opposite is the building = 125 ft. adjacent is the distance between the building and the fire hydrant = 72 ft. Therefore, we can …
A fire hydrant sits 72 feet from the base ot a 125 -foot tall building. Find the angle of elevation from the fire hydrant to the top of the building. The is angle of elevation is °. (Round your answer to the nearest tenth of a degree.)
Solved 12. A fire hydrant sits 72 feet from the base of
A fire hydrant sits 72 feet from the base of elevation from the fire hydrant to the top of the building. tan = 125 12S 72 t = 60.986 b=tan (125) 10=60.0 B 72 13. A surfer is riding a 7-foot wave. The angle of depression from the surfer to the shoreline is 10%.
A fire hydrant sits 72 feet from the base of a 125-foot tall building. Find the angle of elevation from the fire hydrant to the top of the building. Financial Accounting 2 Exercise 10-22A, Obj. 2,6 Account for issuance of stock; report stockholders’ equity Students: Please fill-in areas that are shaded in light yellow TO / / Student Name Course Name
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Reference:
https://www.usfa.fema.gov/
https://en.wikipedia.org/wiki/Fire_extinguisher