as observed from the top of the Lighthouse 100 metre high above sea level the angle of depression ship sailing directly to a date change from the 30 to 60 find the distance travelled by the ship during the period of observation
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Hey Sona
Its from 10th
Height = AB= 100
BC= x
CD=y
triangle ABC
tan60= AB/BC
√3= 100/x
x= 100/√3
In triangle ABD
tan30= AB/CD
1/√3= 100/y
y= 100√3
as we know
BD=BC+ CD
y= x+ CD
CD= y-x
putting the values we get
CD= 100 x (3-1) /√3
=100 x 2/√3
=200/√3
Its from 10th
Height = AB= 100
BC= x
CD=y
triangle ABC
tan60= AB/BC
√3= 100/x
x= 100/√3
In triangle ABD
tan30= AB/CD
1/√3= 100/y
y= 100√3
as we know
BD=BC+ CD
y= x+ CD
CD= y-x
putting the values we get
CD= 100 x (3-1) /√3
=100 x 2/√3
=200/√3
prince0620:
very quick
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