You are lying on a beach, your eyes 20cm above the sand. Just as the Sun sets, fully disappearing over the horizon, you immediately jump up, your eyes now 150 cm above the sand, and you can again just see the top of the Sun. If you count the number of seconds until the Sun fully disappears again, you can estimate the Earth’s radius. But for this Problem, use the known radius of the Earth to calculate the time t
Let us say that by the time t, Earth rotates by an angle
, We know the
radius of the earth is 6378 km. We know that the height of the
person changes from 20 cm to 150 cm, hence we write the angle
as,

Substituting we get,

Earth takes about 4 mins for 1 degree movement hence for 0.035 degrees, the time taken is,

Let us say that by the time t, Earth rotates by an angle
, We know the
radius of the earth is 6378 km. We know that the height of the
person changes from 20 cm to 150 cm, hence we write the angle
as,

Substituting we get,

Earth takes about 4 mins for 1 degree movement hence for 0.035 degrees, the time taken is,

You are lying on a beach, your eyes 20cm above the sand. Just as the Sun...
You are lying on a beach, your eyes 20cm above the sand. Just as the Sun sets, fully disappearing over the horizon, you immediately jump up, your eyes now 150cm above the sand, and you can again just see the top of the Sun. If you count the number of seconds until the Sun fully disappears again, you can estimate the Earth’s radius. But for this Problem, use the known radius of the Earth to calculate the time t.
Suppose that, while lying on a beach near the equator of a far-off planet watching the sun set over a calm ocean, you start a stopwatch just as the top of the sun disappears. You then stand, elevating your eyes by a height H = 1.35 m, and stop the watch when the top of the sun again disappears. If the elapsed time is t = 10.1 s, what is the radius r of the planet to two significant figures?...
Suppose that, while lying on a beach near the equator of a far-off planet watching the sun set over a calm ocean, you start a stopwatch just as the top of the sun disappears. You then stand, elevating your eyes by a height H = 1.09 m, and stop the watch when the top of the sun again disappears. If the elapsed time is t = 11.2 s, what is the radius r of the planet to two significant figures?...
Suppose that your eyes are 1.70 m above the ground. While at a
large lake, you think of a relatively-easy way to calculate the
radius of the Earth. By standing on the shore and communicating
with someone in an approaching boat, and using the GPS locators in
your phones, you determine that you can just see the boat above the
horizon when it is at a distance of 4.65 km. That is, your line-
of-sight distance to the horizon is...
.
On your way to your first stop, the Moon, you do the standard
tourist things: First, you check out your what your weight will be
on the Moon. Please don’t look up lunar gravity. Calculate it
instead from the values given above. Show all formulas used and
calculations below.
Weight on Earth (lbs.) : 600N or 132lb
Weight on Moon (lbs.):
Everyone loves to jump on the moon! So how high will you be able
to jump? try jumping...
A Day at the Beach - Case Study on Lipid Metabolism By Justin Hines, Lafayette College, and Marcy Osgood, University of New Mexico Jessie knew she was late for the family reunion, probably too late for the big picnic lunch at Forest Lake Beach, but too early for the barbecue dinner. “Too bad,” she thought, because she had skipped breakfast, trying to beat the traffic as she left the city. She hoped there would be some leftovers, because she was...
b. For the above to be true, the constant term e must be related HOW to the constants 0 and K ? (Write down an equation that includes all four constants.) (3 pts.) c. Show how v, the speed at which one pulse (or crest or trough, etc.) of the wave propagates, can be expressed in terms of your finding in (b). Show reasoning, not just a final answer (3 pts). w = angular frequency = number of cycles per...
Game Description: Most of you have played a very interesting game “Snake” on your old Nokia phones (Black & White). Now it is your time to create it with more interesting colors and features. When the game is started a snake is controlled by up, down, left and right keys to eat food which appears on random locations. By eating food snake’s length increases one unit and player’s score increases by 5 points. Food disappears after 15 seconds and appears...
IF YOU ZOOM IN ON THE PICTURES ON YOUR COMPUTER YOU
SHOULD BE ABLE TO SEE THEM.
The project is based on TripAdvisor content and reviews the goal
is to modify the code so that it uses sets to find out which
negative words were used throughout the whole 20 reviews
please adjust your code for the following changes --
The data file for this project (attached) contains 20 reviews
rather than 3 reviews
Each review occupies 13 lines rather...
Case Study 1: Should a Computer Grade Your Essays? Would you like your college essays graded by a computer? Well, you just might find that happening in your next course. In April 2013, EdX, a Harvard/MIT joint venture to develop massively open online courses (MOOCs), launched an essay-scoring program. Using arti ficial intelligence technology, essays and short answers are immediately scored and feedback tendered, allowing students to revise, resubmit, and improve their grade as many times as necessary. The non-profit...