00:01
In the given question, modrick corporation has issued a bond hood's power value or we can say the face value is of $1 ,000 and its maturity is in 15 year.
00:24
And the coupon rate is of 7 .25 % and that is being paid semi -annual.
00:33
So the coupon are being paid semi -annually with the going interest rate is of 5 .00 % now based on semi -annual compounding.
00:53
So therefore in this question we need to find out the bond price.
01:01
So for this the bond price is going to be the present value of cash flows that is the coupons plus the present value of face value or power value.
01:34
Now, for the present value of cash flow, we can use the formula that is c times 1 minus 1 plus r to the power minus n upon r.
01:55
And for the present value of phase value, the formula will be face value upon 1 plus r to the power n.
02:05
Now in this formula, see refers to the per period cash flow.
02:18
Now the per period cash flow will be, we know that the coupon rate is 7 .25 % and it is being paid semi -annual...