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kimloveswim
04.01.2020 •
Mathematics
The angels of elevation of a ladder against a wall is 60 degree and the foot of the ladder is 4.6 m away from the wall.the length of the ladder is
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Ответ:
The length of the ladder is 9.2 meters
Step-by-step explanation:
Given as :
The angels of elevation of a ladder against a wall = 60°
The Distance of the foot of the ladder fro the wall = d = 4.6 meters
Let The length of the ladder = h meters
Now, According to question
cos angle =![\dfrac{\textrm base}{\textrm hypotenuse}](/tpl/images/0442/2544/b6d41.png)
Or, cos 60° =![\dfrac{\textrm d}{\textrm h}](/tpl/images/0442/2544/c793d.png)
Or, 0.5 =![\dfrac{\textrm 4.6}{\textrm h}](/tpl/images/0442/2544/0cd0c.png)
∴ h =![\dfrac{\textrm 4.6}{\textrm 0.5}](/tpl/images/0442/2544/596a8.png)
i.e h = 9.2
So,The length of the ladder = h = 9.2 meters
Hence The length of the ladder is 9.2 meters Answer
Ответ:
The sample is large enough, representative of the entire population, and chosen randomly so the conclusion is valid.