how far away is all 9 planets from the sun

Answers

Answer 1

Answer: I'll provide the average distance for each since the orbit of each of the planets is not a perfect circle. The distance varies (M= Miles)

Mercury= 36,000,000 M
Venus= 67,200,000 M
Earth= 93,000,000 M
Mars= 141,600,000 M
Jupiter= 483,600,000 M
Saturn = 888,200,000 M
Uranus = 1,789,500,000 M
Neptune = 2,798,650,000
Pluto = 3,674,500,000 M

Answer 2

Answer: The distance of each planet from the sun varies from each other. Mercury is 58 kilometres away, Venus is 108 kilometres away while the earth is 150 kilometres away from the sun. Mars is 228 kilometres away from the sun while Jupiter is 778 kilometres away and Saturn is 1430 kilometres away from the sun. Uranus is 2870 kilometres away from the sun, while Neptune and Pluto are 4,500 kilometres and 5,910 kilometres away from the sun.

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What is the mass of an object if a force of 34 N produces an acceleration of 4 m/s2?

Answers

F = ma
Force = mass * acceleration

Switch the question to be:
Mass = force/acceleration

34 Newtons/4 m/s = m
M = 8.5 kg

Answer should be: The mass is 8.5 kg

The mass is 8.5 kg

I hope that's help !

What must you do before you make a hypothesis?

Answers

Answer:

Before you make a hypothesis, you have to clearly identify the question you are interested in studying. A hypothesis is a statement, not a question. Your hypothesis is not the scientific question in your project. The hypothesis is an educated, testable prediction about what will happen

Explanation:

Final answer:

Before you make a hypothesis, you need to do preliminary research to understand the subject and define the problem. Collect and analyze relevant data and then based on your observations, you can create an educated guess or hypothesis to be tested.

Explanation:

Before you make a hypothesis, there are several important steps you should undertake. Firstly, you need to do some preliminary research. This research can involve reading books, scholarly articles, or trustworthy digital resources about the subject of interest. It is key to understand the subject well before developing a hypothesis. Secondly, you need to clearly define the problem or question you are interested in answering.

Next, make observations and gather data related to the problem. This is often called data collection and may involve conducting surveys, experiments, or fieldwork. After collecting and analyzing all the relevant data, you can formulate a hypothesis. A hypothesis is an educated guess about how things work or a tentative explanation that you will test in your experiment.

Learn more about Formulating a hypothesis here:

brainly.com/question/32833093

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What is a planet that formed closer to the Sun than Earth but not closest to the sun

Answers

Venus and Mars are both closer to the sun than earth however, neither one is the closest. The planet Mercury is closest to the sun.Fun fact! Did you know that The brightest looking object in the the sky at night is Venus? It appears to be an overly bright star due to the reflection of the sun.For brainiest answer, choose what you think is the best answer!

Venus or Mars. Please nominate me Brainiest when someone else answers for my quick responding and accuracy. Thanks and have a good school year!

Two spheres exert a gravitational attraction on each other. Which of the following changes to this system would reduce the gravitational attraction by one half?

Answers

- Decreasing one of the masses to 1/2 of its original value

- Increasing the distance by a factor of $√(2)$

Explanation:

There are no options provided, however we can still answer the question.

In fact, the magnitude of the gravitational force between two objects is given by the equation:

$F=G(m_1 m_2)/(r^2)$

where

$G=6.67\cdot 10^(-11) m^3 kg^(-1)s^(-2)$ is the gravitational constant

m1, m2 are the masses of the two objects

r is the separation between them

We notice that:

The gravitational force is proportional to the product between the masses
The gravitational force is inversely proportional to the square of the distance between the masses

Therefore, in order to reduce the gravitational attraction by one half, we can do one of the following changes:

- Decreasing one of the masses to 1/2 of its original value: for example, if $m_1'=(1)/(2)m_1$ , the gravitational force becomes