bhyhvhhhhgggffहहहभभहहहहहहहह 10 points awarded
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Answered by
5
Here is your answer in the attachment.
-100(0.732)
73.2 m
-100(0.732)
73.2 m
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Answered by
5
Refer the attachment for the figure.
Step by step explanation :
Let AB be the height of the light house.
Let the two ships be at C and D.
CD = Distance between two ships
Now,
In ∆ ABC,
tan 45° = AB / BC
( tan 45° = 1 )
1 = 100/BC
BC = 100 metres
Now, In ∆ ABD,
tan 30° = AB / BD
1/√3 = 100/( BC + CD )
1/√3 = 100/(100 + CD)
100 + CD = 100√3
CD = 100√3 - 100
CD = 100(√3 - 1)
CD = 100 ( 1.73 - 1 )
CD = 100 × 0.73
CD = 73 metres
Thus,
Distance between two ships is around 73 metres.
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