US OptionsDetailed Quotes
TSLA241220C565000
- 0.19
- -0.21-52.50%
15min DelayClose Dec 18 16:00 ET
0.62High0.06Low
0.40Open0.40Pre Close437 Volume250 Open Interest565.00Strike Price13.36KTurnover167.16%IV28.41%PremiumDec 20, 2024Expiry Date0.00Intrinsic Value100Multiplier1DDays to Expiry0.19Extrinsic Value100Contract SizeAmericanOptions Type0.0091Delta0.0005Gamma3260.22Leverage Ratio-0.1350Theta0.0001Rho29.73Eff Leverage0.0067Vega
Tesla Stock Discussion
Sign in to post a comment
$Tesla (TSLA.US)$ Looks like got some strength now, good price to enter it may reach 265-270 today 👍🍻
1
2
$Tesla (TSLA.US)$ today I saw a cat running across a banana. This looks like a sign for a bear trap. Do trade carefully and have fun!
3
$Tesla (TSLA.US)$ Yesterday was market overreaction…. today we will bounce back up
6
$SPDR S&P 500 ETF (SPY.US)$ $CBOE Volatility S&P 500 Index (.VIX.US)$ $ProShares UltraPro Short QQQ ETF (SQQQ.US)$ $ProShares UltraShort QQQ (QID.US)$
You name it any stock on my watchlist, and you shall see all are red. The only stocks that green yesterday are QID, SQQQ, UNH, and Quantam companies.
$UnitedHealth (UNH.US)$
Do any of you think this is because everyone sold their stock out or some hedge fund sell w...
You name it any stock on my watchlist, and you shall see all are red. The only stocks that green yesterday are QID, SQQQ, UNH, and Quantam companies.
$UnitedHealth (UNH.US)$
Do any of you think this is because everyone sold their stock out or some hedge fund sell w...
+13
2
6
$Tesla (TSLA.US)$
Given a differentiable function f from Rm to Rn, the critical points of f are those points such that the Jacobian matrix of f has rank less than n. The image of a critical point under f is called a critical value. A point is called a regular value if it lies in the complement of the set of all critical values. By Sard's theorem, the set of critical values of a smooth function is a set of zero measure. In particular, there are finite critical values in ...
Given a differentiable function f from Rm to Rn, the critical points of f are those points such that the Jacobian matrix of f has rank less than n. The image of a critical point under f is called a critical value. A point is called a regular value if it lies in the complement of the set of all critical values. By Sard's theorem, the set of critical values of a smooth function is a set of zero measure. In particular, there are finite critical values in ...
$Tesla (TSLA.US)$ 420 before open market
2
4
$Tesla (TSLA.US)$- Market opened with 4 - 5% pump is gd.
3
No comment yet
151741352 : 265?
151741352 : 265?