Question
1. For a one-step binomial model the two possible expiry values of some derivative are $0 when the share price is $50, and $20 when
1. For a one-step binomial model the two possible expiry values of some derivative are $0 when the share price is $50, and $20 when the share price is $10. Over the life of the derivative the return on an investment is =1.25R=1.25. Which of the following could be true?
Group of answer choices
The derivative is a call with 0=20H0=20 and 1=0.5H1=0.5.
The derivative is a put with 0=20H0=20 and 1=0.5H1=0.5.
The derivative is a call with 0=20H0=20 and 1=0.5H1=0.5.
The derivative is a put with 0=20H0=20 and 1=0.5H1=0.5.
2.
In the CRR notation, a share has =15S=15, =1.2u=1.2 and =0.9d=0.9. What is the risk-neutral probability of the upstate when the return is 1.1?
Group of answer choices
1/3
1/2
1/4
3/4
2/3
3. Using the CoxRoss-Rubenstein notation, a share has =20S=20, =1.1u=1.1 and =0.8d=0.8. What are the possible values of this share after one time step?
Group of answer choices
$25 and $18.18
$24.20, $17.60 and $12.80
$22 and $16
$20
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