The number of bananas that Joey purchased would be represented on a number line with digits 0 to 10 by marking point 9 with a dot (circle) as shown in the image attached.
- Let the number of bananas be B.
<u>Given the following data:</u>
<u>Note:</u> A dozen oranges is equal to 12 oranges.
To determine the number line that best represents the number of bananas Joey purchased:
First of all, we would calculate the number of bananas that Joey purchased:
B = 9 bananas.
<u>For the </u><u>number line</u><u>:</u>
The number of bananas that Joey purchased would be represented on a number line with digits 0 to 10 by marking point 9 with a dot (circle) as shown in the image attached.
Read more: brainly.com/question/13553589
Explanation:
The computation is shown below:
Particulars Cost Per unit in ($)
Direct Materials $6
Direct Labor $2
Variable Overhead $1.5
Fixed Cost ($77000 ÷ 35,000 units) $2.2
Total Cost per unit $11.7
So,
1. He will buy the product as it is a saving of $0.7 ($11.7 - $11)
2) The most price willing to pay is $11.7
3) And, There is increase in income by $24,500 by multiply the 35,000 units with the $0.7 per unit in case of buying the part
Answer: B. a 2 point capital gain
Explanation:
Municipal Bonds have to be amortized using the straight-line method and this applied to both newly issued or bonds being traded at a premium.
The bond in question is trading at 105 and so has a 5 point premium which needs to be amortized at 1 point a year for 5 years. As it was bought after two years, the amortization was 2 points which means the cost of the bond should be;
105 - 2 = 103
Yet it was sold for 105. The gain is therefore
= 105 - 103
= 2 point capital gain
Answer:
$61
Explanation:
The computation of unit product cost for the month under absorption costing is shown below:-
Unit product cost = Direct material + Direct labor + Variable Manufacturing overhead + Fixed manufacturing cost
= $18 + $10 + $4 + ($255,200 ÷ 8,800)
= $61
Therefore for computing the unit product cost for the month under absorption costing we simply applied the above formula.
Answer:
The minimum would be the present value of the bonus, which is 5,075.72 dollars
Explanation:
we have to discount the 7,200 dollar bonus at 6% discount rate for 6 years to get the present value of the bonus:
Maturity 7,200
time 6 years
rate 6% = 6/100 = 0.06
PV $ 5,075.7159