Solving Math Equations: Module 4

QUESTION 4: Kai decides to add color and keep his price the same. This will increase variable costs by $0.40 per issue. What will be the new unit volume (copies per issue) required to maintain $500 profits and cover the increased fixed and variable costs?

1. For financial accounting purposes, what is the total amount of product costs incurred to make 10,000 units?

In our second assumption, instead of using the cost of goods per cases in 1986, we try to use the percentage it counts in the total expenses which is 50.4% and to find the sales needed to break-even. The detail of the calculation is shown in the answer for questions d. The result is that 95,635, a little bit higher than the estimated sales of 90,000.

The variable y represents the height h, and the variable x represents time t; also the coefficients a, b and c have the values:

Suppose that a business incurred implicit costs of $500,000 and explicit costs of $5 million in a specific year. If the firm sold 100,000 units of its output at $50 per unit, its accounting:

Explanations: 5. b. Gross profit = $2,505 (Sales revenue $4,319 – Cost of goods sold $1,814)

Write linear equations to represent the costs for each company based on the number of pallets purchased.

17. A business produces 8 items and sells them for $25 each. The total cost of producing the items is $190 for explicit costs and $200 for implicit costs. Accounting profit is:

1. ht= -4.9t2+ 450, where t is the time elapsed in seconds and h is the height in metres.

The reaction time was calculated by using the formula t=2d 982. The variable ‘d’ is the distance the ruler fell, and ‘t’ is the reaction time.

The total amount of the costs which should be matched with Revenues for 2003 is $71,129. This is done by taking the capitalization amount shown above (217,520), dividing it by the 200,000 unit estimate, and multiplying it by the units that were sold in 2003. The calculation is shown below.

Use the arrows to measure the time it takes to rise to the peak, the total time in the air, and the time it takes to fall from the peak. Record to the first decimal place. The time rising is about 5.3 seconds, the time falling is about 5.3 seconds, and the total time in the air is about 10.6 seconds. All three of these measurements have been rounded to the 10th place. This shows that the amount of time that an object takes rising is the same amount of time the object takes falling, when there is no air resistance, of course.

right-hand side and divide both sides by P, we can rewrite this equation and find the price-cost

Question B: How many units per year must be sold with each process to have annual profits of $50,000 if the selling price is $6.95 per unit?

b 10.6 m at x = 45° 37° x 54 6 a x R x C 0 0 1 2 1 3 3 4 2 4 5 6 3 4.5 4 4.8 5 5