Answer: 2.61 times
Explanation:
Times Interest ratio = Earnings before Interest and Tax / Interest
Earnings before Interest and tax = Sales - Cost of goods sold - Depreciation expenses
= 594,000 - 255,330 - 67,900
= $270,770
Net Income = Addition to retained earnings + Total dividends paid
Net income = 80,300 + ( 27,500 * 1.64)
= $125,400
Earnings before tax = Net Income/ ( 1 - T)
= 125,400/ ( 1 - 0.25)
= $167,200
Interest = Earnings before interest & tax (EBIT) - Earnings before tax (EBT)
= 270,770 - 167,200
= $103,570
Times Interest ratio = 270,770 / 103,570
= 2.61 times
Answer:
$238,148
Explanation:
Total expenses:
= Inventory purchased + Salaries expense + Interest expenses + Insurance expense
= $85,000 + $15,000 + $3,300 + $3,900
= $107,200
Net income:
= Total revenue - Total expenses
= $300,000 - $107,200
= $192,800
Net income after tax:
= Net income - Taxes
= $192,800 - ($192,800 × 9%)
= $192,800 - $17,352
= $175,448
Cash balance:
= Net income after tax - Amount not collected on accounts receivable + Amount not paid on purchases - Prepaid insurance + Money invested by owners + Money borrowed
= $175,448 - $19,900 + $26,500 - $3,900 + $30,000 + $30,000
= $238,148
Answer:
Products D and E should be processed further while product F should be sold at the split off point
Explanation:
Product D E F
$ $ $
Sales at the split off point 10.30 11.40 19.80
Sales after split off point <u>14.90 15.80 22.20</u>
Additional sales per unit 4.6 4.4 2.4
Units sold(units) <u> ×4540 × 6,410 ×1750
</u>
Additional sales revenue 20,884 28204 4200
Further processing cost <u>(14,824)</u> <u>(20,554)</u> <u> (7,520)</u>
Incremental income or (loss) <u>6,060 </u> <u> 7,650</u> <u> (3320
)</u>
Products D and E should be processed further while product F should be sold at the split off point
Answer:
B. the percentage change in the quantity demanded divided by the percentage change in price.
Explanation:
The formula to compute the price elasticity of demand is shown below:
= (Percentage change in quantity demanded ÷ Percentage change in price)
where,
The Percentage change in quantity demanded equals to
= (New quantity - old quantity) ÷ ((New quantity + old quantity)
And, the Percentage change in price equals to
= (New price - old price) ÷ ((New price + old price)
Answer:
B) The yield on a 5-year Treasury bond must exceed that on a 2-year Treasury bond.
Explanation:
The yield on 5-year Treasury bond must be higher than a 2-year Treasury bond. This is because the expected inflation rate after 2-years will be constant at 4% and there is also a maturity risk premium which increase with the increase in maturity of the bond. Therefore, the correct answer is option B.
