If Gaga's sales are $19391, variable expenses are $2231, and the fixed expenses total $2806 per period,

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Question:

If Gaga's sales are $19391, variable expenses are $2231, and the fixed expenses total $2806 per period, by what dollar amount will net operating income change if sales are expected to increase by $1638?

Jlo reported the following:

Units: 705

Sales $7551

Variable Costs $229

Fixed Costs $343

Compute the number of units that must be sold to earn a target profit of $1117

lo reported the following:

Units: 426

Sales $6915

Variable Costs $686

Fixed Costs $590

Compute contribution margin per unit. Round ONLY your final answer to 2 decimal places. Do not round intermediate computations.

Gaga reported the following:

Units: 591

Sales $6610

Variable Costs $326

Fixed Costs $577

If the company reduces its selling price by $3 per unit to generate more sales AND increase advertising by 189 AND expects the number of units sold to increase by 832 units, what would be the impact to net income

lo reported the following:

Units: 195

Sales $7562

Variable Costs $440

Fixed Costs $451

Compute contribution margin ratio.

Gaga is currently selling 874 units per month at $16. Variable costs per unit are $2. Fixed expenses are $1359 per month. The marketing manager believes that an $321 increase in the monthly advertising budget would result in a 121 unit increase in monthly sales.

What should be the overall effect in dollars on the company's monthly net operating income of this change?

Gaga reported the following:

Units: 656

Sales $6737

Variable Costs $620

Fixed Costs $538

If the company reduces its selling price by $1.07 per unit to generate more sales AND expects the number of units sold to increase by 282 units, what would be the impact to net income?

Jlo reported the following:

Units: 781

Sales $6254

Variable Costs $421

Fixed Costs $233

Compute break-even units.

Gaga reported the following:

Units: 269

Sales $7074

Variable Costs $288

Fixed Costs $159

If the company eliminates sales comissions of $8 per unit by changing to a flat salary increase of $3426 for its sales managers, by what dollar amount would net income change?