cp of 16 fruits =rs.24/-
so each fruit costs = 24 /16= 1.5/- per fruit
sp of 8 fruits= rs.18/-
so each fruit costs 18/8= 2.25/- per fruit
profit= sp-cp
=2.25-1.5
=0.75
25%
profit percentage is= 0.75 / 1.5 * 100 = 50 %
A simple interest rate of 10 per cent per year will double a sum of money in ten years.
68200*0.09*3=18414 note: have to move the rate to places over
a 2-year bond pays annual coupon of 5.5%, has annual effective yield of 9.3%,and has a par value of RM100. the 1-year spot rate is 7% and the 2-year spot rate is 9%. describe the strategy that requires the sale or purchase of exactly one of the 5.5% 2-year bonds and produces arbitrage profit of RM0.59
28.6
4000 x (1.0610) = $7163.39
After Tax Profit = Pretax Profit * (1 - Tax Rate) Solve for Tax Rate Tax Rate = 1 - (After Tax Profit/Pretax Profit)
The E rate was 25 cents. That was a 3 cent raise from the previous rate. An E make up rate is 3 cent.
The most common G rate stamps sold for 32 cents and are still worth that amount as postage. There was also a make-up rate stamp worth 3 cents that was intended to be used with a 29 cent stamp to reach the new G rate of 32. There was also a G rate stamp for post cards, worth 20 cents and one for non-profit presort use, worth 5 cents.
the local letter rate is 55 cent
The interest rate in 1975 was between 7.0 per cent and 10.0 per cent. The highest interest rate was from January and February of that year.
1 cent
In finance, the rate of return is a profit from an investment whereas the set rate determines the profit. For example, if an investor receives 10% for every $100 invested then the rate of return would be $10.00.
Higher gross profit indicates high profit margins which is good!
53.5 per cent
14 per cent
Average rate of return=Average profit /Initial investment*100% or ARR=Average profit /Average investment*100% or ARR=Total profit /Initial Investment*100%
It is a 16% increase