Answer: 26.5% increase
Explanation:
Current profit = Sales - Variable costs - fixed costs
= ((32.50 - 16.50) * 360 bears) - 1,420
= $4,340
Sales increase by 20% = 360 * ( 1 + 20%) = 432 bears
New profit;
= ((32.50 - 16.50) * 432 bears) - 1,420
= $5,492
Effect of sales increase = ( 5,492 - 4,340) / 4,340
= 26.5% increase
The plans that must be involved are the strategic planning, the mid level, the low level, the operational planning, the top level planning.
Explanation:
In the strategic planning the company's stakeholders will ask them were they want their company to be in five years
The middle level staff will decide to focus in recruiting the new clients and to increase the productivity and they will find the way to give back to the company
Being a low level employee it is necessary that one must interact with the customers and contribute to the company's performance
In the operational planning it will be difficult to manage the customers meet their day to day needs and satisfy them
A meeting will be held with the top level staff and hence they will be coming up with the new tools of the operational planning
Answer:
$1,300
Explanation:
Given that,
On November 15, 2021
sold gift cards = $1,950
Of the gift cards sold in November,
Redeemed in November = $195
Redeemed in December = $455
Therefore, the deferred revenue is as follows
= November sales - Redemptions
= November sales - (Redeemed in November + Redeemed in December)
= $1,950 - ($195 + $455)
= $1,950 - $650
= $1,300
Answer:
product B
Explanation:
The computation is shown below;
<u>Particulars Product A Product B Product C
</u>
Selling Price $5.00 $3.00 $5.00
Less: Variable cost per unit ($3.50) ($2.00) ($2.00)
Contribution per unit $1.50 $1.00 $3.00
Machine hours per unit 0.75 0.25 1
Contribution per machine hour $2.00 $4.00 $3.00
($1.50 ÷ 0.75) ($1.00 ÷ 0.25) ($3.00 ÷ 1)
The product B should be produced as it has the highest contribution per machine hour
Answer:
Assuming that no changes happened, 2020 sales and expenses should be similar to 2019's:
Total Per unit
Total sales $1,842,400 $28
Variables costs <u>($1,184,400)</u> <u>($18)</u>
Contribution margin $658,000 $10
Fixed costs <u>($498,000)</u> <u>($7.57)</u>
Operating income $160,000 $2.43
