Answer:
a. $21,725.65
b. $19,385
c. 27,421.32
Explanation:
Savings = 125,000
Annuity Formula :
[ 
( 
) ] = 
( 
)
Solving the equation we get,
A = $21,725.65
Answer:
The effective annual rate is 5.57%
Explanation:
The interest rate that is actually earned or paid on investment or loan including the compounding effect over a given period of time. It is also known as rate.
Effective interest rate = [ ( 1 + r/m )^m ] - 1
Effective interest rate = [ ( 1 + 5.42%/12 )^12 ] - 1
Effective interest rate = [ ( 1 + 0.0542/12 )^12 ] - 1
Effective interest rate = 0.055567 x 100
Effective interest rate = 5.5667% = 5.57%
Answer:
Investment in bonds= 4,300,000
loss on investments (6,100,000-4,300,000= 1,800,000)
The unrealized holding loss ($1,800,000) on transfer to a new category of trading securities is included in income.
Explanation:
how I know is bc I've been playing the moblie game and card game since it became popular also been hearing daily about the moblie game
Answer:
$739.72 ≈ 739.72
Explanation:
we can use an excel spreadsheet and the present value function to calculate the expected price of each bond ⇒ =PV(rate,nper,pmt,fv,[type])
- fv = $1,000
- pmt = $1,000 x 7.25% x 1/2 = $36.25
- nper = 60
- rate = 10% / 2 = 5%
- present value = ?
=PV(5%,60,36.25,1000) = -739.72 since excel calculates the initial investment, it is always negative, so we just change the sign.
Answer: $121
Explanation:
The question simply wants us to find the present value of receiving $100 investment two years from now at a 10 percent annual discount rate.
This can be easily solved as follows:
For the first year, the $100 will be worth:
= $100 + ($100 × 10%)
= $100 + ($100 × 0.1)
= $100 + $10
= $110
The worth at the end of the second year will then be:
= $110 + ($110 × 10%)
= $110 + $11
= $121
