Intrinsic value
Recall that a warrant allows a warrant-holder to buy shares in a company at the exercise price. If a warrant's exercise price is 100p, and the underlying share price is 120p, this is a valuable feature of the warrant. And if the share price rises, while the exercise price is fixed at 100p, the warrant becomes ever more valuable. Exactly how much more valuable is measured by the intrinsic value, which is the simple difference between the share price and exercise price.
intrinsic value = share price - exercise price
In the warrant example,
ABC plc warrant
Share price: 120p
Exercise price: 100p
Warrant price: 50p
The intrinsic value can be illustrated in the pillar diagram below.
| When the share price is 120p, and the exercise price is 100p, the intrinsic value of the warrant is said to be 20p. If the share price increased to 200p, the intrinsic value of the warrant would be 100p. However, if the share price fell to 100p, or below, the intrinsic value would fall to zero. This reflects that, at that time, there is no immediate value in exercising the warrant. Why, for example, exercise a warrant at 100p, if the market price of the shares is 80p? | A pillar diagram showing intrinsic value![]() |
Equivalent options terminology
Note: for investors familiar with options, they will recognise that a positive intrinsic value equates to an option being termed in-the-money, while zero intrinsic value equates to an option with at-the-money or out-of-the-money.
Parity ratio
An alternative way of expressing the intrinsic value is the parity ratio, which is defined as -
parity ratio = share price / exercise price
Warrants with a parity ratio over 1.0 will be in-the-money, below 1.0 are out-of-the-money, and equal to one are said to be trading at parity (when the share price equals the exercise price).
Summary
We will be referring often to intrinsic value in this course, so it is a very important concept to understand.
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