answersLogoWhite

0


Best Answer

If the angle of elevation is 60 degrees then by using the tangent ratio the length of the shadow is 8.66 feet rounded to two decimal places.

User Avatar

Wiki User

6y ago
This answer is:
User Avatar

Add your answer:

Earn +20 pts
Q: If a clock tower is 15 feet tall. How long is its shadow at 60 degree above the horizon. How do you work out the problem?
Write your answer...
Submit
Still have questions?
magnify glass
imp
Related questions

Do shadows change during the day?

Yes. The shadows vary with how high above the horizon the Sun is. Close to the horizon = long shadows. Straight above = short shadow. Your powers of observation will show you that they do. Continuously.


How long does it take the sun to move one degree above below the horizon?

5 seconds


How many degrees is the north star above the horizon in seattle?

Seattle's latitude is about 47.6 degrees North. So the altitude of Polaris above the northern horizon is always within about 1/3 degree of that angle as seen from there.


How long is a 5 foot person's shadow in a 40 degrees angle?

If the sun is 40 degrees above the horizon, a 5-ft person casts a shadow 5ft 11.5in long (rounded)


If you look up at the north star and it is off the horizon 29degree's what is your latitude?

If the star Polaris is 29 degrees above the horizon, then your latitude is about 29 degrees North.Polaris is not exactly above the North Pole, but it is only about one-half degree away from that.


How long can a shadow be at ten zero zero am and it is not about time it is about the shadows?

The length of the shadow on flat, level ground is(the height of the object or person)/(tangent of the sun's angle above the horizon).The sun's angle above the horizon depends on the date and the location on Earth.Neither the height of the object or person, nor either of those, is specified in thequestion, which doesn't give me much to work with.


What is the shadow length of person who is 5'4?

That depends upon the time of day, which day of the year it is and where the person is. The shadow length depends upon the angle of the sun above the horizon: shadow_length = height_of_person ÷ TAN(angle_of_sun_above_horizon)


What is the layer above the A horizon?

top horizon


How tall is a nearby tree that casts a 13 foot 5 inch shadow?

It depends on the angle of the sun. The height of the tree is equal to the lenght of its shadow times the cotangent (or divided by the tangent) of the sun's angle above the horizon.


What determines the shape of a shadow?

the way that you stand determines the shape of a shadow.


When is the Shadow is shorter in morning or evening?

So long as the sun is the same height above the horizon your shadows will be the same length whether it is morning or evening.


An underwater diver sees the sun 54 degree above horizontal How high is the sun above the horizon to a fisherman in a boat above the diver?

90-54=36 1.33sin36=1sin(x) 90-x=answer