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<span>perhaps u want the formula for the percentage of markup, giving the cost and selling price.
..(selling price) = (cost) + (Markup)
..(selling price) - (cost) = (markup)
so,
..(markup)/(selling price)*100% = ((selling price) - (cost))/(selling price) * 100%
.. =(1 -(cost)/(selling price))*100%
</span>
Answer: Rs. 120,000
Explanation:
At the end of the year, both assets and liabilities had doubled. New asset and liability figures are therefore:
Assets = Rs. 200,000
Liabilities = Rs. 100,000
Net income is part of equity and as there is no equity, net income must be the entire equity.
Assets = Equity + Liabilities
200,000 = Equity + 100,000
Equity = 200,000 - 100,000
= Rs. 100,000
From this Net income, dividends were distributed to the tune of Rs. 20,000. This should be added back to see the full figure.
= 100,000 + 20,000
= Rs. 120,000
Answer:
Coupon rate is 7.41%
Explanation:
Using the price formula , the yield to maturity can be calculated first of all:
Bond price=coupon interest /yield to maturity
Bond price is $1080
coupon interest is 8%*$1000=$80
$1080=$80/yield to maturity
$1080*yield to maturity=$80
yield to maturity=$80/$1080
=7.41%
However if the price of the bond becomes the par value, the coupon rate can be calculated thus:
$1000=coupon payment/7.41%
coupon payment =$1000*7.41%
coupon payment=$74.1
coupon rate=$74.1/100=7.41%
Answer:
Loan Amortization Table is attached with this answer, please find it
Explanation:
First of all we calculate the Loan Payment per period
Loan Payment per year = r ( PV ) / 1 - ( 1 + r )^-n
Loan Payment per year = 0.11 ( (102,049 - 40,000 ) / 1 - ( 1 + 0.11 )^-4
Loan Payment per year = $6,825.39 / 0.341269 = 20,000 per year
