The string of kite is 200 meters long and it makes the angle of 45 with horizontal find the heights
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Answer:
answer is 200root2
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The string of the kite =200m
Angle it makes with horizontal plane=45°
To find height i.e perpendicular distance from the plane,
We can use sin ratio,
Sin θ= perpendicular/hypotenuse
Perpendicular=Sin θ * hypotenuse
(Here , Hypothanus=Length of the string)
Perpendicular=Sin 45° * 200
Perpendicular= 1/2* 200
=>100m
The Height=100m
Angle it makes with horizontal plane=45°
To find height i.e perpendicular distance from the plane,
We can use sin ratio,
Sin θ= perpendicular/hypotenuse
Perpendicular=Sin θ * hypotenuse
(Here , Hypothanus=Length of the string)
Perpendicular=Sin 45° * 200
Perpendicular= 1/2* 200
=>100m
The Height=100m
paritosh34:
Perpendicular distance=sin45°*200. =>1√2*200.=>200/√2. = > 200√2/2. =>100√2cm (Rationalising). or 100*1.414=141.4
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