Given \( V = 100 \), we solve for \( s \):
Related Articles
- A data storage device is modeled as a regular tetrahedron with side length \( s \). If the volume of the device is 100 cubic units, find the side length \( s \).
- The volume \( V \) of a regular tetrahedron with side length \( s \) is given by:
- V = \frac{s^3}{6\sqrt{2}}
- \frac{s^3}{6\sqrt{2}} = 100
- s^3 = 100 \times 6\sqrt{2} = 600\sqrt{2}
- s = \sqrt[3]{600\sqrt{2}}
Trending Articles
The Hidden Disneyland Halloween Treats Map: Can You Find Them All?
Warhammer Monkey King: The Chaos Lord Primate You Forgot Existed?
Unleash The Monkey King Warhammer: Brutal Combat You've Never Seen
Warhammer Fantasy Monkey King Lore: Secrets The Devs Hid
Is This The Ultimate Verso Shooting Build? We Tested It For 72 Hours
Can You Solve This Impossible Metal Brain Teaser?
Unlock The Secret: Metal Box Brain Teaser Mystery
Observers Fail This Metallic Riddle In Under 10 Secs
The SHARPEST Metal Logic Puzzle You'll Ever Face
Holy Plushie! This Dragon Quest Slime Pops Like a Bubble