COUR251017C00002500 Option on Coursera

COUR Stock  USD 8.74  0.10  1.16%   
COUR251017C00002500 is a PUT option contract on Coursera's common stock with a strick price of 2.5 expiring on 2025-10-17. The contract was not traded in recent days and, as of today, has 88 days remaining before the expiration. The option is currently trading at a bid price of $6.0, and an ask price of $7.6. The implied volatility as of the 21st of July is 88.0.
When exercised, put options on Coursera produce a short position in Coursera Stock. Because of this protective nature, they are typically used either for hedging purposes or to capitalize on Coursera's downside price movement.

Rule 16 of 2025-10-17 Option Contract

The options market is anticipating that Coursera will have an average daily up or down price movement of about 0.17% per day over the life of the option. With Coursera trading at USD 8.74, that is roughly USD 0.0151. If you think that the market is fully understating Coursera's daily price movement you should consider buying Coursera options at that current volatility level of 2.76%. But if you have an opposite viewpoint you should avoid it and even consider selling them.

In The Money Call Option on Coursera

An 'In The Money' option is one with a strike price that the current stock price has already surpassed. Some options investors can hedge their Coursera positions using in-the-money options. They may also want to buy options with some intrinsic value, not just time value. However, because in-the-money options on Coursera Stock have intrinsic value and are priced higher than out-of-the-money options in the same chain, their volatilities are relatively smaller.
Call Contract NameCOUR251017C00002500
Expires On2025-10-17
Days Before Expriration88
Delta0.945927
Vega0.004764
Gamma0.009165
Theoretical Value6.8
Open Interest1
Strike Price2.5
Current Price Spread6.0 | 7.6
Rule 16 Daily Up or DownUSD 0.0151

Coursera short PUT Option Greeks

Coursera's Option Greeks for the contract ending on 2025-10-17 at a strike price of 2.5 measures the various factors that affect its cost and calculated using a theoretical options pricing model. It helps investors make more informed decisions about whether to trade this option contract or when to trade it. In addition to Coursera's option greeks, its implied volatility helps estimate the risk of Coursera stock implied by the prices of the options on Coursera's stock.
Delta0.945927
Gamma0.009165
Theta-0.007481
Vega0.004764
Rho0.003618

Coursera long PUT Option Payoff at expiration

Put options written on Coursera grant holders of the option the right to sell a specified amount of Coursera at a specified price within a specified time frame. The put buyer has a limited loss and, while not fully unlimited gains, as the price of Coursera Stock cannot fall below zero, the put buyer does gain as the price drops. So, purchasing a put option on Coursera is like buying insurance aginst Coursera's downside shift.
   Profit   
       Coursera Price At Expiration  

Coursera short PUT Option Payoff at expiration

By selling Coursera's put option, the investors signal their bearish sentiment. A short position in a put option written on Coursera will generally make money when the underlying price is above the strike price. Therefore Coursera's put payoff at expiration depends on where the Coursera Stock price is relative to the put option strike price. The breakeven price of 9.3 is the critical point that divides the payoff function into two parts. Below the breakeven price, the payoff is dropping and negative (the seller makes a loss). Above the breakeven price, the payoff line is upward sloping as the option payoff increases in proportion to Coursera's price. Finally, at the strike price of 2.5, the payoff chart is constant and positive.
   Profit   
       Coursera Price At Expiration  
View All Coursera Options

Coursera Available Call Options

Coursera's option chain is a display of a range of information that helps investors for ways to trade options on Coursera. In general, an option chain provides a helpful tool for investors to see all available option contracts, both puts, and calls, for Coursera. It also shows strike prices and maturity days for a Coursera against a given expiration period. The table below combines all the option information in the form of a chain but before you use it, remember that it entails significant risk and it is not for everyone.
Open IntStrike PriceCurrent SpreadLast Price
Call
COUR251017C000150004815.00.0 - 0.70.1Out
Call
COUR251017C0001250052612.50.0 - 0.150.1Out
Call
COUR251017C0001100023711.00.15 - 0.30.25Out
Call
COUR251017C0001000052810.00.35 - 0.50.45Out
Call
COUR251017C000090004529.00.7 - 0.850.77Out
Call
COUR251017C000075001007.51.6 - 1.71.57In
Call
COUR251017C0000600056.02.6 - 3.12.88In
Call
COUR251017C00005000145.03.7 - 4.03.7In
Call
COUR251017C0000400004.04.5 - 4.94.5In
Call
COUR251017C0000250012.56.0 - 7.66.0In

Coursera Corporate Management

Theodore MitchellIndependent DirectorProfile
Shravan GoliSenior Vice President Chief Product Officer and Head of Consumer RevenueProfile
Mustafa FurniturewalaHead EngineeringProfile
Anne CappelSenior Vice President General Counsel, Company SecretaryProfile
Leah BelskySenior Vice President Chief Enterprise OfficerProfile
Kimberly CaldbeckSenior Vice President Chief Marketing OfficerProfile

Additional Tools for Coursera Stock Analysis

When running Coursera's price analysis, check to measure Coursera's market volatility, profitability, liquidity, solvency, efficiency, growth potential, financial leverage, and other vital indicators. We have many different tools that can be utilized to determine how healthy Coursera is operating at the current time. Most of Coursera's value examination focuses on studying past and present price action to predict the probability of Coursera's future price movements. You can analyze the entity against its peers and the financial market as a whole to determine factors that move Coursera's price. Additionally, you may evaluate how the addition of Coursera to your portfolios can decrease your overall portfolio volatility.