<u>Solution and Explanation:</u>
- the total sales of calendars is as follows:
7200 multiply with $5 each = $36000
- In order to find out the profit, the toal of sales is to be subtarcted with costs. The given sales is $36000, costs is $19183
Thus, the total profit = $16817
95% of 10080 canot be taken in order to find out the correct number. 5% enrollment growth, is as follows:
10080 = 1.05 multiply "x"
thus, calculating x = 9600
- The number of studnets are 9600 in the last semester out of which 7200 bought calendar. 7200 divide 9600 = 75.0 percent sales penetration.
Answer:
Forget that you’re up there not to promote how wonderful you are, but to provide value to the audience.
Lose focus of what the audience needs from you. One way: Before you start talking, ask, “What do you hope to learn/achieve from this meeting?”
Fail to set objectives. Even if you don’t share them with participants, know what you want to achieve.
Proceed without a plan (also known as an agenda). Whatever you call it, it’s a map for how your session is going to go.
Wing it. Preparation is everything. Unless you’re an improv master, you have to figure out what you’re going to do, in what order and for how long. And almost everyone needs to practice.
Jump from point to point in a disorganized way. See #4 and #6.
Answer:
The process cost summary is given below.
A-Total Material Cost = $22,500
B-Total Conversion costs = $95,625 (45,625+50,000)
C-Units transferred out = 40,000
D-Ending Inventory = 10,000
E-Equivalent units of material = 45,000
F-Equivalent units of conversion costs = 42,500
G-Equivalent cost per unit of material = $0.5 (A/E)
H-Equivalent cost per unit of conversion costs = $ 2.25 (B/F)
I-Equivalent cost per unit = $2.75 (G+H)
J-Cost of inventory transferred = $ 110,000 (I*C)
K-Cost Of Ending Inventory = $ 8,125 (H*(F-C) + (5000*0.5))
<span>C.
Fixed Costs. Fixed costs are incurred regardless of the number of units of a
product are produced or sold on a given period. Fixed costs are expenses
incurred and remain unchanged within a relevant period. These costs are fixed
in relation to the quantity of production for a certain period.</span>
