Answer:
Amount to be paid annually by Ned Winslow = $8461.35
Explanation:
Fv = <u>A ( 1 + r)∧n - 1 </u>
r
90,000 = <u>A ( 1 + 0.08)∧8 - 1</u>
0.08
90,000 = <u>A ( 1.8509 - 1)</u>
0.08
90,000 = 10.6366A
A = 90,000/10.6366
= $8,461.35
A user market is one where tenants bargain rent and other conditions with property owners or their managers.
<h3>What are Business User Markets?</h3>
Several other user markets also make purchases, either for their own consumption or with the goal of redistribution to others, in addition to selling finished goods and services to supply chain organizations. When making these purchases, the buyer typically does not significantly alter the goods from their original state. Although technically these markets are also a component of the supply chain, the majority of business users do not actively participate in or directly support production.
Any method that lets customers get involved in a marketing effort is known as user-generated marketing. User-generated marketing is just as much a kind of public relations as anything else because it gives a target audience a more participatory and interesting experience.
To know more about Business User Markets, visit: brainly.com/question/25492268
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Answer:
All of the above except: Don't tell people your dog's name
Explanation:
Hope this helps!
Answer and Explanation:
The computation is shown below:
1. The selling price per unit is
Particulars Quantity Selling price Total per composite unit
per unit
Windows 7 $113 $791
Doors 3 $253 $759
Total $1,550
2. The variable cost per unit is
Particulars Quantity Variable cost Total per composite unit
per unit
Windows 7 $69 $483
Doors 3 $181.50 $544.50
Total $1,027.50
The contribution margin per unit is
= Selling price - variable cost
= $1,550 - $1,027.50
= $522.50
3. The break even point is
= Fixed cost ÷ contribution margin per unit
= $469,625 ÷ $522.50
= 898.80 units
4. The number of unit is
Particulars Quantity Variable cost Total per composite unit
per unit
Windows 7 $898.80 $6,291.60
Doors 3 $898.80 $2,694.40
Total $8,988