The available alternatives can be divided into increments.
300
Divide 3600 by 100= 36
divide 36 by 12= 3
multiply 3 by 100=300
<em> 7*|15 80 | =|105 560|</em>
<em> 7*|15 80 | =|105 560||40 100| |280 700|</em>
<em> 7*|15 80 | =|105 560||40 100| |280 700|HERE'S YOUR ANSWER </em>
<em> 7*|15 80 | =|105 560||40 100| |280 700|HERE'S YOUR ANSWER ◌⑅⃝●♡⋆♡MICKZMINNZ♡⋆♡●⑅◌</em>
Answer:
Firstly, the question doesn't say anything about the frequency of coupon payment. Using trial and error method, based on the answer, I figured out that it pays semi-annual coupon payments.
Value of the bond = PV(rate = 7.5%/2, nper = 8*2, pmt = 91.25/2, fv = 1000, 0) = $1,096.45
Current Price = $1,172.50
Over valued by $76.05
Explanation:
Answer:
Activity expected duration = 2.333
Explanation:
Given:
Optimistic (a) = 1
Most likely (m) = 2
Pessimistic (b) = 5
Activity’s expected duration = ?
Computation of Activity expected duration:
Activity expected duration = [1 + 4(2) + 5] / 6
Activity expected duration = [1 + 8 + 5] / 6
Activity expected duration = [14] / 6
Activity expected duration = 2.333
