What will happen if you shoot in space?

View this thread on: d.buzz | hive.blog | peakd.com | ecency.com
·@hrsagar·
0.000 HBD
What will happen if you shoot in space?
![The_Heavy_Azor_1920x120.jpg](https://steemitimages.com/DQmPbK45Q6gFVg7kmCZRkKqw8bihLPLcYw82Kb7LCJdercu/The_Heavy_Azor_1920x120.jpg)

After shooting in the world and shooting in space, the first difference will be seen in the sound. The shot in the picture creates a very strong sound. However, no sound can be found in space, but it is not the end here. In space, who will put pressure on the gun trigger, he will have to face a strange situation.

According to Newton's third law of motion, with gunshot bullets, in reaction to the bullets coming out of the gun, the person who fired will be knocked out in the opposite direction. Now the question can be, how much speed can this be?

A Smith and Wesson pistol can be compared with an AK-47 to answer this question.

The speed of shoots from AK-47 is approximately 1,600 miles per hour. So after firing from the AK-47 in space, who fired, he would have to be dumped in the opposite direction at approximately zero 068 miles per hour.

![shoot-gun.jpg](https://steemitimages.com/DQmd2kCWsEk3k9sPyDef8jh15EWsYLxe72dHa8B6ojVkApk/shoot-gun.jpg)
_Image : collect from internet_

On the other hand, the gun speed of point five Zero Calibar pistol is approximately 1,330 miles per hour. In other words, the speed of these shoots is less than the speed of AK-47. But the bullet weight of Smith and Won's bullet is almost twice the weight of the AK-47 bullet.

As a result Smith and Wesson fired from the pistol, they would have to be knocked out in the opposite direction at twice the bullets of AK-47. That speed will be -136 miles per hour; Which is enough for a football stadium round in half an hour.

However, whatever weapon is used, there is a need for additional caution in determining the targets in space. Because, at the end, the bullets in the front can be hit on their backs on the opposite side. Since there is no resistance in space, so it will not take much time to bolt the bullet on the back of a planet orbiting a planet orbital.

# Upvote & follow me @hrsagar

![alt text](https://steemitimages.com/DQmVdZLRvWVn9URM9co2YHVZ9rEQphMQuH58yXycwftY2UT/Follow.upvote.resteem.jpg "Logo Title Text 1")
👍 , , , , , , , , , , , , , , , , , ,