A 3 m long ladder leans on the wall such that its lower end remains 1.5 m away from the base of the wall. Then, the ladder makes an angle of measure ...... with the ground.select a proper option (a), (b), (c) or (d) from given options so that the statement becomes correct.
(a) 30
(b) 45
(c) 60
(d) 20
Answers
Answered by
12
Length of the Ladder = 3 m
and Distance between wall and lower end of Ladder = 1.5 m
So, angle made between ladder and Ground will be Cos
So, Cos Theta = base / Hypoteneus
So, Cos Theta = 1.5 / 3
Therefore Cos Theta = 1 / 2
and Cos 60 = 1 / 2
therefore, answer is Cos 60.
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Thanks
Regards
Aditya Suryawanshi
Answered by
7
From the figure ,
Length of the ladder ( AB) = 3 m
Distance from the foot of ladder
to the wall = AO = 1.5 m
In ∆AOB , <AOB = 90°
Cos x = adjacent side of x /hypotenuse
= OA/AB
= 1.5m/3m
= 1/2
Therefore ,
cos x = cos 60°
x = 60°
Option ( c ) is correct.
••••
Length of the ladder ( AB) = 3 m
Distance from the foot of ladder
to the wall = AO = 1.5 m
In ∆AOB , <AOB = 90°
Cos x = adjacent side of x /hypotenuse
= OA/AB
= 1.5m/3m
= 1/2
Therefore ,
cos x = cos 60°
x = 60°
Option ( c ) is correct.
••••
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