What if two planets collided with each other but their gravitational force kept them together? Could this be a new form of the Big Bang where they become one and life can still be formed?

Answers

Answer 1
Answer:

While the idea of two planets colliding and forming a new universe might sound intriguing, it doesn't align with our current understanding of cosmology and the Big Bang theory. Let's break down a few key points:

The Big Bang Theory: The Big Bang theory describes the origin of our universe as a singularity, an incredibly hot and dense point that rapidly expanded, leading to the formation of the universe we know today. It wasn't the collision of two planets or celestial bodies that created the universe, but a highly energetic event on a cosmic scale.

Gravity in the Big Bang: The Big Bang theory doesn't involve the gravitational force keeping two objects together; it involves the rapid expansion of the universe from a hot and dense state. Gravity played a crucial role in the evolution of the universe, causing matter to clump together and form galaxies, stars, and planets over billions of years.

Planet Collisions: Collisions between celestial bodies like planets can indeed happen, and they can lead to significant changes in the affected planets and their surroundings. However, these collisions do not result in the creation of an entirely new universe; they are local events in our existing universe.

Formation of Life: The formation of life on planets is a complex process that involves a combination of factors, including the right environmental conditions, organic molecules, and time. While a planet collision could have profound consequences for life on those planets, it doesn't create an entirely new universe or guarantee the formation of life. In summary, the scenario  described doesn't align with current scientific understanding.

The Big Bang theory describes the origin of our universe, and it doesn't involve the collision of planets. Planet collisions are local events with significant consequences for the affected bodies but do not lead to the creation of a new universe or guarantee the formation of life.


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How many meters is 32 kilometers?a. 3.2 × 10-5 meters
b. 3.2 × 10-4 meters
c. 3.2 × 103 meters
d. 3.2 × 104 meters
e. 3.2 × 105 meters

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Answer : The correct option is, (d)

Explanation:

We are given 32 kilometers and we need to convert it into meters, so for that the conversion factor used is:

1 km = 1000 m

So, 32 kilometers will be equal to:

32 km = 32* 1000m=32000m=3.2* 10^(4)m

Hence in 32 km there are 3.2* 10^4m

So, the correct option is option d.

the answer is D. You have to move the decimal 4 places to the left and when you move it to the left its positive exponent.

Yall i need this asap

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ASAP Ferg?
Edge 2020

A 20 kg crate of books is at rest on a table. what is the normal force on the books?

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The weight of 20 kg is

                             (mass) x (gravity) =

                                   (20 x 9.8) = 196 newtons, downward.

There must be a force of 196 newtons upward on the mass. 
Otherwise the mass is accelerating either up or down.
 

Please help, question is timed...

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Answer:

65

Explanation:

50+3*5

After a large snowstorm, you shovel 2,500 kilograms of snow off of your sidewalk in half an hour. You liftthe shovel to an average height of 1.5 meters while you are piling the snow in your yard.
a. How much work did you do? Hint: The force is the weight of the snow.
b. What was your power in watts? Hint: You must always convert time to seconds when calculating power.

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Well, the snow has a total weight G=mg=25,000 N. The work is L=Fd=Gh=1.5*25,000=37,500 J. The power is L/t, where t=1800 seconds. P=37,500/1800=20.833 W.

The more particles a substance has at a given temperature, the more thermal energy it has.

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The statement 'The more particles a substance has at a given temperature, the more thermal energy it has' is true. The kinetic molecular theory of gases has three main laws and one of them is the average kinetic energy of the particles in a gas. The average kinetic energy of the gas particles is the behavior and movement it does in the surroundings. It is directly proportional to temperature wherein if you increase the temperature, the kinetic energy of a particle also increases. It will also decrease its movement or its kinetic energy if the temperature lowers.