Brief Exercise 18-12
Sandhill Corporation has fixed costs of $323,500. It has a unit
selling price of $6.35, unit variable cost of $4.85, and a target
net income of $1,520,000.
Compute the required sales in units to achieve its target net
income.
| Required sales | enter the required sales in units
|
units |
Required sales in units = Fixed costs + Target net income / Contribution per unit
Required sales in units = $323,500 + $1,520,000 / $1.5 (6.35-4.85)
Required sales in units = $1,843,500 / $1.5 = 1,229,000 units
Brief Exercise 18-12 Sandhill Corporation has fixed costs of $323,500. It has a unit selling price...
Sandhill Corporation has fixed costs of $323,500. It has a unit selling price of $6.35, unit variable cost of $4.85, and a target net income of $1,520,000. Compute the required sales in units to achieve its target net income. Required sales enter the required sales in units units
Brief Exercise 11-12 Bramble Corporation has fixed costs of $2,537,700. It has a unit selling price of $7.70, unit variable costs of $4.40, and a target net income of $1,518,000. Compute the required sales in units to achieve its target net income. Required sales units
Bridgeport Corporation has fixed costs of $4,360,300. It has a unit selling price of $9.10, unit variable costs of $4.40, and a target net income of $1,510,000. Compute the required sales in units to achieve its target net income. enter a number of units for the Required sales
Cullumber Corporation has fixed costs of $492,200. It has a unit selling price of $7.60, unit variable cost of $6.00, and a target net income of $1,535,000. Compute the required sales in units to achieve its target net income. Required sales enter the required sales in units units
Martinez Corporation has fixed costs of $2,859,600. It has a unit selling price of $8.00, unit variable costs of $4.40, and a target net income of $1,590,000. Calcuate the required sales in units to achieve its target net income. Required sales= ___ units
Brief Exercise 18-08
Wildhorse Company has a unit selling price of $720, variable
costs per unit of $380, and fixed costs of $196,520.
Compute the break-even point in units using (a) the mathematical
equation and (b) unit contribution margin.
(a) Mathematical Equation
(b) Unit contribution margin
Break-even point
units
units
Brief Exercise 18-08 Carla Vista Company has a unit selling price of $660, variable costs per unit of $450, and fixed costs of $170,100. Compute the break-even point in units using (a) the mathematical equation and (b) unit contribution margin. (a) Mathematical Equation (b) Unit contribution margin Break-even point units units
Sandhill Company had $267,000 of net income in 2019 when the selling price per unit was $153, the variable costs per unit were $95, and the fixed costs were $574,000. Management expects per unit data and total fixed costs to remain the same in 2020. The president of Sandhill Company is under pressure from stockholders to increase net income by $87,000 in 2020. Compute the number of units sold in 2019. units LINK TO TEXT LINK TO TEXT VIDEO: SIMILAR...
Lec Exercise 6-5 Changes in Variable Costs, Fixed Costs, Selling Price, and Volume (L06-4) [The following information applies to the questions displayed below.) Data for Hermann Corporation are shown below: Selling price Variable expenses Contribution margin Per Unit S 85 51 S 34 Percent of Sales 1008 60 400 Fixed expenses are $77,000 per month and the company is selling 2,600 units per month, Exercise 6-5 Part 1 Required: 1-a. How much will net operating income increase (decrease) per month...
Do It Review 18-04 Sandhill Company has a unit selling price of $310, variable costs per unit of $180, and fixed costs of $273,000. Compute the break-even point in units using (a) the mathematical equation and (b) unit contribution margin. (b) Unit (a) Mathematical contribution Equation margin Break-even point units units Click if you would like to Show Work for this question: Open Show Work