one could be food im not really
Answer:
$0
Explanation:
Data provided in the question
Borrowed amount from the bank = $90,000
Annual interest rate = 8%
Maturity date = March 31, 2019
Since it is mentioned in the question that, the interest and the principal were paid in cash on the maturity date so for the amount of cash that Abardeen had to pay for 2018 interest would be zero as the principal and the interest is paid for 2018
Answer:
maximum income is $900
Explanation:
given data
oil change = $20
per day = 40 customer
increase = $ 2
dailer customers = 2
owner charge = $ 2
to find out
income from the business
solution
we know current income is 40 × 20
current income = $800
we consider here price increase x and income as function y
so y = (20 +2x) × ( 40 - 2x) ........1
y = −4x² + 40x + 800
take derivative and put dy/dx = 0 for maximum
dy/dx = -8x + 40
0 = -8x + 40
x=5
so here from 1
y = (20 +2x) × ( 40 - 2x)
y = (20 +2(5)) × ( 40 - 2(5))
y = 30 × 30
y = 900
so maximum income is $900
Answer:
Dr Retained Earnings $6,000
Cr Common Dividends Payable $6,000
Explanation:
Preparation of the journal entry to record the dividend declaration
Based on the information given we were told that the Corporation declared the amount of $0.50 per share cash dividend on common shares in which 12,000 shares of the common stock are outstanding, hence The journal entry to record the dividend declaration is:
Dr Retained Earnings $6,000
Cr Common Dividends Payable $6,000
(12,000*$0.50)
Answer:
<em>$111.11 or 111.11% of face value</em>
Explanation:
Assuming the face value of $100 for all bonds (without loss of generality)
If the two year coupon bond is repackaged as a one year zero coupon bond paying $12 after one year and another two year bond paying $112 after 2 years, the price of the two zero coupon bonds are given as
Price of one year Zero coupon bond = 12/1.05 = $11.43 (one year ZCB has YTM of 5%)
Price of two year Zero coupon bond = 112/1.06^2 = $99.68 (two year ZCB has YTM of 6%)
So, one can sell the repackaged bonds at a price = $11.43+ $99.68 = $111.11 or 111.11% of face value