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SNDK Options Chain – 2026-01-09

Detailed SNDK options chain for 2026-01-09 – real-time call and put contracts with last price, bid/ask, volume, open interest, implied volatility, and in-the-money status.

Tip: Use this page together with the price chart, short-term prediction, and multi-expiry options overview to build a complete view of positioning and risk for SNDK.

SNDK Call Options — 2026-01-09 Expiration

This page focuses on a single options expiration date for SNDK – 2026-01-09 – and lists every available call and put contract in a clean chain view. Each row shows the contract symbol, last trade, bid/ask quotes, daily change, percentage change, trading volume, open interest, implied volatility (IV), and whether the option is currently in-the-money (ITM).

Traders often use a specific expiry’s options chain to identify key strike levels, unusual activity, and risk hedging behavior. High open interest around certain strikes or sudden spikes in volume can reveal where large traders and market makers are concentrating their positions for SNDK into 2026-01-09.

This SNDK 2026-01-09 options chain provides a complete strike-by-strike breakdown of pricing, liquidity and volatility. By comparing changes in volume, open interest distribution and IV across calls and puts, traders can understand where the market is positioning ahead of this specific expiration date.

SNDK Put Options — 2026-01-09 Expiration

The table below shows all call options on SNDK expiring on 2026-01-09. You can quickly compare strikes, pricing, liquidity (volume and open interest), and implied volatility to spot popular strike zones and potential directional bets.

Contract Strike Last Bid Ask Volume Open Int. Implied Vol ITM
SNDK 260109C00260000 260.00 11 9.6 11 9 1029 82.23%
SNDK 260109C00255000 255.00 13.4 11.1 12.5 2 355 81.62%
SNDK 260109C00285000 285.00 4.9 3.6 4.9 207 282 79.55%
SNDK 260109C00290000 290.00 3.44 2.5 4.9 201 223 80.62%
SNDK 260109C00195000 195.00 47.09 47.7 51.1 25 114 91.11% ITM
SNDK 260109C00240000 240.00 18.29 16.6 18.9 10 103 80.84% ITM
SNDK 260109C00340000 340.00 1.1 0 1.5 64 87 85.45%
SNDK 260109C00230000 230.00 24.14 22 24.5 3 77 82.28% ITM
SNDK 260109C00250000 250.00 15.5 12.7 14.6 9 71 81.74%
SNDK 260109C00245000 245.00 17.35 15.2 16.5 6 69 82.51%
SNDK 260109C00207500 207.50 36.1 37.8 40.4 108 67 87.82% ITM
SNDK 260109C00217500 217.50 30.82 29.6 33.1 2 54 84.01% ITM
SNDK 260109C00300000 300.00 2.47 1.8 3.6 5 51 81.69%
SNDK 260109C00220000 220.00 30.48 27.8 31.1 2 50 82.69% ITM
SNDK 260109C00225000 225.00 19 24.5 27.3 25 46 80.73% ITM
SNDK 260109C00235000 235.00 22.1 19.4 21.8 8 46 82.58% ITM
SNDK 260109C00227500 227.50 23.98 23.7 25.8 2 44 82.57% ITM
SNDK 260109C00200000 200.00 45.6 43.1 46.9 28 43 88.37% ITM
SNDK 260109C00320000 320.00 1.55 0.55 4.8 2 38 97.44%
SNDK 260109C00275000 275.00 6.5 5.3 6.6 2 23 79.25%
SNDK 260109C00210000 210.00 36.07 35.1 37.9 2 20 82.87% ITM
SNDK 260109C00280000 280.00 4.05 3.9 5.6 2 19 77.59%
SNDK 260109C00120000 120.00 113.69 120.6 122.9 18 18 164.84% ITM
SNDK 260109C00215000 215.00 35.1 31.3 34.3 1 16 82.39% ITM
SNDK 260109C00212500 212.50 33.2 33.2 36.4 2 16 83.74% ITM
SNDK 260109C00270000 270.00 5 7 8.3 4 16 82.59%
SNDK 260109C00190000 190.00 54.1 52.1 55.5 3 16 92.99% ITM
SNDK 260109C00325000 325.00 1.55 1 1.75 14 16 86.38%
SNDK 260109C00237500 237.50 18.85 17.9 20.3 4 13 81.48% ITM
SNDK 260109C00265000 265.00 8.65 7.3 9.3 7 10 79.36%
SNDK 260109C00222500 222.50 31 26.2 29.3 1 8 82.24% ITM
SNDK 260109C00315000 315.00 1.59 0.4 2.8 4 5 82.30%
SNDK 260109C00150000 150.00 70.03 90.2 94 1 5 127.10% ITM
SNDK 260109C00165000 165.00 80.87 75.6 78.9 0 5 108.25% ITM
SNDK 260109C00180000 180.00 53.31 61.4 64.6 1 5 98.56% ITM
SNDK 260109C00305000 305.00 2.6 1.35 4.4 2 5 87.41%
SNDK 260109C00330000 330.00 4.79 0.05 4.8 1 4 102.22%
SNDK 260109C00232500 232.50 22.19 20.8 23 1 4 82.46% ITM
SNDK 260109C00205000 205.00 30.65 39.8 41.9 3 2 86.76% ITM
SNDK 260109C00135000 135.00 69.1 104.8 108.1 2 2 127.05% ITM
SNDK 260109C00335000 335.00 1.6 0 4.8 1 2 105.42%
SNDK 260109C00310000 310.00 1.81 0.85 3.2 2 2 83.35%
SNDK 260109C00295000 295.00 3.6 2 5 1 2 83.80%
SNDK 260109C00202500 202.50 21.7 41 44.9 1 1 87.88% ITM
SNDK 260109C00140000 140.00 68.4 100.1 103.7 2 1 137.01% ITM
SNDK 260109C00167500 167.50 60.57 73.5 76.8 0 1 111.82% ITM
SNDK 260109C00170000 170.00 43.88 70.6 73.9 0 1 101.17% ITM
SNDK 260109C00182500 182.50 35.5 58.9 62.2 0 1 95.56% ITM
SNDK 260109C00185000 185.00 38.4 56.8 60.4 0 1 98.41% ITM
SNDK 260109C00197500 197.50 31.1 46.3 49 0 1 93.62% ITM
SNDK 260109C00175000 175.00 45.1 65.9 69 0 0 97.66% ITM
SNDK 260109C00187500 187.50 60.7 54.5 57.6 0 0 94.09% ITM
SNDK 260109C00160000 160.00 84.15 80.4 83.4 0 0 107.52% ITM

SNDK Put Options Chain – 2026-01-09

The table below lists all put options on SNDK expiring on 2026-01-09. Use it to track downside protection demand, hedge activity, and deep out-of-the-money puts that may indicate tail-risk hedging or speculation.

Contract Strike Last Bid Ask Volume Open Int. Implied Vol ITM
SNDK 260109P00205000 205.00 4.53 4.1 4.7 5 927 84.05%
SNDK 260109P00230000 230.00 11.73 11.4 12.5 226 850 81.19%
SNDK 260109P00200000 200.00 3.7 3.3 3.9 17 818 85.74%
SNDK 260109P00195000 195.00 4.7 2 3.4 5 357 85.28%
SNDK 260109P00225000 225.00 10.02 9.5 10.4 1 234 81.41%
SNDK 260109P00160000 160.00 0.91 0.55 1.25 94 163 109.52%
SNDK 260109P00235000 235.00 15.92 13.3 14.6 6 127 79.85%
SNDK 260109P00220000 220.00 8.3 7.8 8.5 23 88 81.47%
SNDK 260109P00180000 180.00 1.7 0.5 2.25 6 69 90.77%
SNDK 260109P00190000 190.00 2.51 2.2 2.95 4 61 91.50%
SNDK 260109P00150000 150.00 0.65 0.25 0.8 3 55 112.60%
SNDK 260109P00210000 210.00 5.96 4.6 5.8 8 55 81.41%
SNDK 260109P00250000 250.00 27.6 21.2 22.4 1 49 78.11% ITM
SNDK 260109P00170000 170.00 1.18 1 2.4 6 49 110.21%
SNDK 260109P00140000 140.00 0.23 0.1 0.45 4 39 114.75%
SNDK 260109P00155000 155.00 0.63 0.05 1.05 11 32 106.64%
SNDK 260109P00172500 172.50 1.37 0.1 3.3 3 29 106.49%
SNDK 260109P00120000 120.00 0.1 0 0.1 95 28 117.19%
SNDK 260109P00187500 187.50 3.01 0.9 2.65 3 24 85.94%
SNDK 260109P00185000 185.00 1.95 1.75 1.95 16 24 90.43%
SNDK 260109P00175000 175.00 1.25 0 1.7 2 22 88.09%
SNDK 260109P00165000 165.00 1.05 0.3 2.5 8 22 112.60%
SNDK 260109P00145000 145.00 1.02 0 2.8 6 19 143.80%
SNDK 260109P00215000 215.00 6.91 6.1 7 10 15 81.35%
SNDK 260109P00240000 240.00 16.65 15.8 16.7 3 14 78.87%
SNDK 260109P00202500 202.50 5.81 2.8 4.5 3 13 82.23%
SNDK 260109P00270000 270.00 59 34.4 37.7 20 10 79.78% ITM
SNDK 260109P00135000 135.00 0.01 0 3.5 6 10 168.65%
SNDK 260109P00212500 212.50 10.3 5.3 6.4 2 8 81.40%
SNDK 260109P00192500 192.50 3.3 1.8 2.95 1 7 85.68%
SNDK 260109P00130000 130.00 0.12 0.05 0.85 1 6 138.57%
SNDK 260109P00232500 232.50 13.3 12.2 14.1 12 6 81.63%
SNDK 260109P00177500 177.50 3.05 1 2.9 1 5 102.66%
SNDK 260109P00167500 167.50 1.1 0.85 4.9 2 5 130.37%
SNDK 260109P00222500 222.50 9.2 8.6 9.4 2 5 81.32%
SNDK 260109P00197500 197.50 3.3 3 3.8 5 4 87.94%
SNDK 260109P00237500 237.50 20.3 14.5 15.7 4 3 79.49%
SNDK 260109P00207500 207.50 5.21 4 5.4 1 2 82.13%
SNDK 260109P00227500 227.50 10.9 9.9 12 2 2 81.45%
SNDK 260109P00260000 260.00 72.08 27.3 30.4 2 2 80.41% ITM
SNDK 260109P00245000 245.00 20 18.4 21.3 9 2 82.89% ITM
SNDK 260109P00280000 280.00 95 42.2 45.5 0 1 78.74% ITM
SNDK 260109P00217500 217.50 7.62 7 7.7 6 1 81.58%

SNDK 2026-01-09 Options Chain FAQ

1. What does this SNDK options chain for 2026-01-09 show?

This page displays the full SNDK options chain for contracts expiring on 2026-01-09. Both call and put tables include contract symbols, last trade price, bid/ask quotes, daily change and percentage change, trading volume, open interest, implied volatility, and an in-the-money (ITM) flag. It is designed to give you a complete snapshot of how the market is pricing risk and direction for this specific expiry.

2. How can I use this SNDK options chain around key events?

Around earnings, macro data releases, or company-specific news, traders often focus on a single expiration such as 2026-01-09. By monitoring changes in implied volatility, volume, and open interest for each strike, you can see where traders are concentrating their bets and hedges. Large shifts in activity on out-of-the-money calls or puts can be early signs of expected volatility or directional moves in SNDK.

3. What is the difference between in-the-money and out-of-the-money options here?

The ITM column highlights whether a contract is currently in-the-money for SNDK: call options are ITM when their strike is below the current stock price, while put options are ITM when their strike is above the current stock price. ITM contracts have intrinsic value, while out-of-the-money options are purely time and volatility value. This distinction helps you quickly identify which strikes are already “in the money” for this expiry.

4. How should I read implied volatility (IV) in this SNDK options table?

Implied volatility reflects how much movement the market expects for SNDK between now and 2026-01-09. Higher IV typically means options are more expensive and the market is pricing in larger potential moves. You can compare IV across strikes and between calls and puts to identify skew – for example, expensive downside puts may indicate demand for crash protection, while rich upside calls can signal speculative interest.

5. Can this single-expiry chain replace a full multi-expiry options overview?

No. This 2026-01-09 options chain gives a granular view for one maturity only. For a complete picture of positioning in SNDK, you should also review the multi-expiry options overview where you can compare put/call ratios, total open interest and volume across different expiration dates. Combining both perspectives helps you understand whether traders are focused on very short-term moves or longer-dated themes.

6. How often is this SNDK options chain for 2026-01-09 updated?

The SNDK options data on this page is refreshed regularly during market hours to reflect the latest trades, mid-market quotes, and open interest updates. Intraday changes in volume, open interest, and implied volatility can provide important signals about how sentiment and risk pricing are evolving as 2026-01-09 approaches.