To determine if a person at points a, b, and c would see the sun, we need to consider their locations and the time of day. If the sun is above the horizon at that time, a person at point a may see it in the east during sunrise, at point b directly overhead during midday, and at point c in the west during sunset. However, if any of these points are obstructed by mountains or buildings, visibility could be affected.
The weight of a 50kg person on each planet would be approximately: Mercury - 19kg Venus - 47kg Earth - 50kg Mars - 19kg Jupiter - 318kg Saturn - 134kg Uranus - 56kg Neptune - 69kg These values are based on the gravitational pull of each planet compared to Earth's gravity.
0.06
Although their latitudes are the same, the point in North America would havea west longitude, whereas the point in China would have an east longitude,reflecting the hemisphere in which each is located.
There are billions of stars and each one of them would have a mass of more than a trillion pounds.
I suppose each half planet would still have enough gravity to keep atmosphere near it.Note that each half would change its shape so that it is nearly a sphere. This would be catastrophic for any living beings.I suppose each half planet would still have enough gravity to keep atmosphere near it.Note that each half would change its shape so that it is nearly a sphere. This would be catastrophic for any living beings.I suppose each half planet would still have enough gravity to keep atmosphere near it.Note that each half would change its shape so that it is nearly a sphere. This would be catastrophic for any living beings.I suppose each half planet would still have enough gravity to keep atmosphere near it.Note that each half would change its shape so that it is nearly a sphere. This would be catastrophic for any living beings.
There's no answer if no total points.
To determine how many points each question is worth, you would need to know the total point value of the test. If, for example, the test is worth 100 points and there are 5 questions, then each question would be worth 20 points. If the total value is different, you would divide that total by 5 to find the points per question.
This would increase the mean by 6 points but would not change the standard deviation.
If the test is worth 100 points, each question would be worth approximately 2.86 points.
Each person would receive two whole apples and one third each.
1.25
It depends how many points each question is worth. If each question is worth five points on a twenty question test, you would get ninety-five percent.
If all questions are weighed evenly, they would be worth 4 points each. But a good teacher would weigh each question differently on most tests.
If each question on a 75-question test is worth the same number of points, the total number of points for the entire test would be the number of questions multiplied by the points per question. For example, if each question is worth 1 point, then a 75-question test would be worth 75 points in total.
1500/3 = 500 Therefore, each person would get $500
To determine the value of each question on a 55-question test, you would need to know the total number of points the test is worth. Let's say the test is worth 100 points in total. To find the value of each question, you would divide the total points by the number of questions: 100 points / 55 questions = approximately 1.82 points per question. Therefore, each question on this 55-question test would be worth approximately 1.82 points.
If all the questions are worth the same and the whole test is 100 points, then each question is worth 12.5 points