M9 Bayonet | Tiger Tooth
- Weapon
- M9 Bayonet
- Rarity
- Covert
- Value
- 1,159.34 to 1,689.91 coins
- Cases
- 4
- Variants
- StatTrak™
M9 Bayonet | Tiger Tooth is a Covert finish for the M9 Bayonet in CS2. On CSVOLT it drops from 4 cases, with the best chance in Grim at 1.00%. Knives are the special items of CS2 cases and among the rarest drops.
Wears and values
| Wear | Value (coins) | USD | Drops |
|---|---|---|---|
| Factory New | 1,689.91 | $1,126.61 | In a case |
| Minimal Wear | 1,470.53 | $980.35 | In a case |
| Factory New StatTrak™ | 1,444.77 | $963.18 | In a case |
| Minimal Wear StatTrak™ | 1,159.34 | $772.89 | Not in a case now |
Cases with the M9 Bayonet | Tiger Tooth
| Case | Variants | Chance | Case price (coins) |
|---|---|---|---|
| Grim | FN | 1.00% | 396.27 |
| Jules | MW | 0.250% | 76.90 |
| Gxlden | StatTrak™ FN | 0.240% | 32.29 |
| Bee Keeper | FN | 0.100% | 72.22 |
The chance is the total drop chance of this skin in that case, all wears together.
Frequently asked questions
Which case has the M9 Bayonet | Tiger Tooth?
You can get it from 4 cases on CSVOLT. The best chance is in the Grim case at 1.00%.
How much is the M9 Bayonet | Tiger Tooth worth?
On CSVOLT the M9 Bayonet | Tiger Tooth is worth from 1,159.34 to 1,689.91 coins ($772.89 to $1,126.61), depending on wear and variant.
What rarity is the M9 Bayonet | Tiger Tooth?
The M9 Bayonet | Tiger Tooth is a Covert skin. The rarity colour shows how rare a skin is in CS2.
Is there a StatTrak M9 Bayonet | Tiger Tooth?
Yes. StatTrak versions count kills and are usually worth more than the normal version in the same wear. The table lists their values.
Can I get the M9 Bayonet | Tiger Tooth on Steam?
Yes. A skin you win goes to your inventory, and you can redeem it to your Steam account through the wallet once its value is played through.
Related skins
Ultraviolet
Forest DDPAT
Black Laminate
Safari Mesh
Marble Fade
Doppler
Blue Steel
Slaughter18+ only. CSVOLT uses virtual coins and every result is random. Set a budget and only play what you can afford to lose. Responsible gaming limits