Answer:
160,000 units
Explanation:
Step 1 : Determine the Sales Mix
Bramble : Standard
60000 : 40000
3 : 2
Step 2 : Determine the Overall Break even Point
Break even Point = Fixed Cost ÷ Contribution per unit
= $2400000 ÷ $30
= 80,000
Step 3 : Determine break-even point for Standards
Standards Break even point = 80,000 x 2
= 160,000 units
Thus,
Bramble Corp would sell 160,000 units of Standards at the break-even point
Answer:
The correct answer is option d.
Explanation:
The firms are expected to maximize profits, the laborers are expected to accept the best offer and the rational consumer is expected to choose the bundle of good that maximizes utility.
Firms will produce the output level where their profits are maximized. The consumer will consume at the level where their total utility is maximized and the laborer will accept the best offer to maximize his benefit.
Answer:
$510,000.00
Explanation:
Since the historical cost principle states that business must account and record most assets at their purchase or acquisition price which means the data put into record on the balance sheet would reflect amount paid for asset.
That is why it is $510000.
Situations in which an employer would be required to pay overtime are:
A salaried employee works on a Saturday
A salaried employee works on a federal holiday
Explanation:
Overtime payments are required b the law to pay to a firm when they make their employees work over the permissible limit of work or hat is allowed int he job contract as the work limit for the company.
The concept is introduced for salaried workers as the work for a salary for the month and not on the hourly basis.
They are to be paid whenever they are made to work over whatever is in their contract which includes Saturday for most workers who do not have an off then and also on federal holidays invariably.
Answer:
Note: <em>The complete question is attached as picture below</em>
1a. The one year spot rate can be calculated using the one year zero bond.
PV * (1 + S1) = FV
1 + S1 = 1000 / 900
S1 = 1.1111 - 1
S1 = 0.1111
S1 = 11.11%
1b. PV of the 2 year bond = $950
Annual coupon = 1000 * 5% = $50
950 = 50 / (1 + S1) + (50 + 1000) / (1 + S2)^2
950 = 50 / 1.1111 + 1,050 / (1 + S2)^2
1,050/ (1 + S2)^2 = 950 - 45 = 905
(1 + S2)^2 = 1050 / 905
1 + S2 = 1.160221/2
S2 = 7.714%
1c. Price of the 2 year zero bond = 1,000 / (1 + 0.07714)^2
Price of the 2 year zero bond = 1,000 / 1.1602
Price of the 2 year zero bond = 861.9203586
Price of the 2 year zero bond = $861.92
