What return do you expect earn if you buy the 3 years ,10% coupon bond today and sell it in exactly 1 year( if current price is 1051.45 rupees)

8.02%

Explanation:

Since corporate bonds pay coupons semiannually, it would be important to first all determine the semiannual yield to maturity of this bond using a financial calculator as shown below:

We need to set the calculator to its end mode before making the following inputs:

N=6(number of semiannual coupons in 3 years=3*2=6)

PMT=50(semiannual coupon=face value*coupon rate/2=1000*10%/2=50)

PV=-1051.45 (current price)

FV=1000(bond's face value)

CPT

I/Y=4.02%

After one year, there would 4 semiannual coupons left, we can compute the bond price as shown thus:

N=4

PMT=50

I/Y=4.02(without % sign)

FV=1000

CPT

PV=1,035.56

The expected rate of return over one year is computed thus:

N=2(number of semiannual coupons in 1 year holding period)

PMT=50(the amount of each semiannual coupon)

PV= -1051.45

FV=1,035.56(selling price after one year)

CPT=4.01%(on a semiannual basis)

annual rate of return=4.01%*2=8.02%

net worth is the difference between what you own and what you have. if you exceed your liabilities you have a positive net worth. if your liabilities are greater than your assets you have a negative net worth. its a snapshot of your financial situation. if you calculate your net worth you will see the end result of everything you've earned and spent as of now. net worth statements and all you asked of can you determine where you are, how to get where you want to be, if your spending   to much. honestly it can tell you a lot of things. i can go on, but you can paint the picture from here.

explanation: