Answer:
YTM is 4.94%
Explanation:
The yield to maturity is the return on the bond throughout the bond's tenure and can be computed using rate function in excel as shown below.
=rate(nper,pmt,-pv,fv)
nper is the number of coupons the bond has left to pay(23 years*2)
pmt is the semiannual coupon of the bond=$1000*5.3%*6/12=26.5
pv is the curren price=$1000*105%=$1050
fv is the face value of the bond
=rate(46,26.5,-1050,1000)=2.47%
2.47% is the semiannual yield
annual yield=2.47%
*2=4.94%
Is there any answers choice or I have to figure it my self
Answer: parametric
Explanation:
As a general rule of thumb, when the dependent variable’s level of measurement is nominal (categorical) or ordinal, then a non-parametric test should be selected. When the dependent variable is measured on a continuous scale, then a parametric test should typically be selected. Fortunately, the most frequently used parametric analyses have non-parametric counterparts. This can be useful when the assumptions of a parametric test are violated because you can choose the non-parametric alternative as a backup analysis.
Answer:
Annual savings = 61,746.
Explanation:
The Net Present Value (NPV) is the difference between the present value (PV) of cash outflows and PV of cash inflow
At the internal rate of return the PC of annual cash savings will be equal to the investment cost
Initial cost = 211980
PV = annual cash savings = A× (1- (1+r)^(-n)/ r
A=? r-internal rate of return, 14%, n-number of years- 5
211980 = A (1- (1.14)^(-5)/ 0.14
211,980 = A× 3.433080969
A= 211,980/3.43308
A= 61746.28619
Annual savings = 61,746.
