Confirm that P(S, t) in (8.24) satisfies (8.25)–(8.27). P(S, t) = Ee^ (−r (T−t)) N(−d2) − SN(−d1). (8.24) P(S, T ) = max(E − S(T ), 0). (8.25) P(0, t) = Ee^(−r (T−t)), for all 0 ≤ t ≤ T. (8.26) P(S, t) ≈ 0, for large S. (8.27)

Lee has $1.75 in dimes and nickels. the number of nickels is 11 more than the number of dimes. how many of each coin does he have?

Each person in an it department of 25 people works on at least one of 3 major projects: system security, program implementation, platform development. 10 people work on system security, 13 work on program implementation, and 12 work on platform development. 4 people work on system security and platform development, 5 people work on program implementation and platform development, and 2 people work on all three projects. how many people work on system security and program implementation?

Jenny borrowed $500 for five years at 4 percent interest, compounded annually. what is the total amount she will have paid when she pays off the loan? total amount = p (1 + i)t a. $608.33 b. $729.99 c. $765.77 reset next