how many basketballs does it take to stop a bullet?

Published on May 28, 2016
Duration: 5:12

This experiment tests how many basketballs are needed to stop a 9mm FMJ bullet fired from a Glock 19. The test reveals that 13 basketballs are required to completely halt the projectile. The video details the setup, the ammunition used, and the results of the impact test.

Quick Summary

In a ballistics test, a 9mm FMJ round fired from a Glock 19 penetrated 12 basketballs and was stopped by the 13th. This experiment demonstrates the stopping power of common ammunition against a soft, yielding material.

Chapters

  1. 00:00Setup and Introduction
  2. 01:11Equipment and Ammunition
  3. 02:07The Shot
  4. 02:35Inspection and Results
  5. 04:19Conclusion

Frequently Asked Questions

What firearm was used in the basketball ballistics test?

The firearm used in the experiment was a Glock 19 handgun. It was chambered in 9mm caliber for the test.

What type of ammunition was fired into the basketballs?

The ammunition used was Federal 9mm, specifically 115 grain Full Metal Jacket (FMJ) rounds. This type of projectile is common for self-defense and target shooting.

How many basketballs did it take to stop the 9mm bullet?

It took a total of 13 basketballs to completely stop the 9mm FMJ bullet fired from the Glock 19. The bullet penetrated 12 balls before lodging in the 13th.

What was the outcome of the basketball penetration test?

The experiment concluded that 13 basketballs were sufficient to stop a 9mm FMJ projectile. The bullet was recovered from the 13th ball.

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