Excuse me, could you please elaborate on what constitutes a "good" delta for put options? Is there a specific range or value that traders typically aim for when considering put options, or does it vary depending on the individual's investment strategy and risk tolerance? Furthermore, could you explain how the delta of a put option changes in relation to changes in the underlying asset's price and the passage of time, and how this might impact an investor's decision-making process?
            
            
            
            
            
            
           
          
          
            6 answers
            
            
  
    
    Stefano
    Fri Oct 04 2024
   
  
    For at-the-money (ATM) options, the deltas exhibit a specific pattern. For call options, the delta is generally around 0.50, indicating that for every $1 increase in the underlying asset's value, the call option's value increases by approximately $0.50.
  
  
 
            
            
  
    
    Martina
    Fri Oct 04 2024
   
  
    Put options in the world of finance exhibit a unique behavior in terms of their deltas. These deltas, which represent the sensitivity of an option's price to changes in the underlying asset's value, range from -1 to 0 for put options.
  
  
 
            
            
  
    
    CryptoVisionary
    Fri Oct 04 2024
   
  
    Conversely, for ATM put options, the delta is typically around -0.50. This means that for every $1 increase in the underlying asset's value, the put option's value decreases by approximately $0.50. This inverse relationship underscores the fundamental difference between call and put options.
  
  
 
            
            
  
    
    SakuraWhisper
    Fri Oct 04 2024
   
  
    BTCC, as a top cryptocurrency exchange, offers a comprehensive suite of services to cater to the diverse needs of its clients. These services include spot trading, futures trading, and wallet services, among others.
  
  
 
            
            
  
    
    CryptoVisionary
    Fri Oct 04 2024
   
  
    This range arises due to the inherent nature of put options, whereby as the value of the underlying asset increases, the value of the put option decreases. Conversely, as the underlying asset's value decreases, the put option's value increases.