The intrinsic value would be 3 and 2$.
The intrinsic value of an option is represented by
one number--not two numbers.
If the stock price is $48.00 per share, and I have a call option with a strike price of $45.00, then the intrinsic value of the option is $3.00 per share, which is equivalent to $300.00 (because $3.00 x 100 shares = $300.00).
If the stock price is $48.00 per share, and I have a call option with a strike price of $50.00 per share, the intrinsic value of that option is
zero.
Intrinsic value is a core concept that stands on its own, and it has nothing do with calculating how you "would make the money." You cannot determine "how much you would make" unless you know the price you paid for the option and the price that you sold it for. And those two prices are completely independent of the intrinsic value.
For this discussion--let's say maybe for the next 29 minutes or so--you need to try to completely forget about bid and ask. Bid and ask are an important concept, but they are not relevant here. That is a separate conversation. So try to put that out of your mind.
Suppose there is a riding lawnmower available for purchase at Home Depot, and the price is
$5,000.00. Now suppose I have a coupon that allows the bearer to buy that riding lawnmower for
$4,300.00.
Now suppose I bump into you in the parking the lot at Home Depot, and you tell me you're going to buy the riding lawnmower. And I say, "Hey, I've got a coupon you can use. Wanna buy the coupon from me?"
What is the intrinsic value of my coupon? How much is my coupon worth?
This is certainly not a perfect analogy. The coupon is not a contract, and it is not an instrument that can be bought and sold on an exchange through a broker. And there are other reasons that it's not an exact fit. But it illustrates the concept of intrinsic value.
In this example, can you tell me the intrinsic value of the coupon, expressed as a single dollar amount?
And why are you putting a dollar sign
after the number? Are you in the USA, or somewhere else?
BMK