Jamie cannot use the Venn diagram as the best compare and contrast graphic organizer for his project. Thus, The correct answer is False.
<h3>What is a Venn diagram?</h3>
Venn diagram is used to compare elements of the same type. This includes cross-sectional circles where you write features that do not include each element, as well as the common ones.
This type of diagram is recommended when comparing two or three elements because you need a circle or space for each element, so it is not possible to compare several elements.
Thus, it is a lie to say that Jamie should use the Venn diagram in his project, because he needs to compare seven types of flowers and this does not happen using the Venn diagram, instead he should use a chart or similar that allows him to compare multiple elements. The correct answer is False.
To learn more about the Venn diagram, refer to the link:
brainly.com/question/26090333
Answer:
This question requires us to tell the time in which investment of $ 5000 will double based on a 6%, 12% and 18% interest rate. Time period (n) based on a 6%, 12% and 18% interest rate is calculated below.
(FV =PV (1+i)^n)
6%
10,000 = 5,000 (1.06)^n
Log 2 = n log 1.06
n = 11.9 years
12%
10,000 = 5,000 (1.12)^n
Log 2 = n log 1.12
n = 6.1 years
18%
10,000 = 5,000 (1.12)^n
Log 2 = n log 1.18
n = 4.2 years
Answer:
The remaining balance is
Units Unit Cost Total
1.250 $12 $15.000
3.552 $15 $53.280
Total=$68.280
Explanation:
LIFO Perpetual chart is attached.
It shows purchases, sales and balance of each period. To get the ending inventory cost we have to add the cost of all units in the last balance of the month.
That will be,
Units Unit Cost Total
1.250 $12 $15.000
3.552 $15 $53.280
Answer:
Results are below.
Explanation:
Giving the following information:
Machine 1:
Monthly lease cost of $619
Cost per page= $0.040
Machine 2:
Monthly lease cost of $685
Csot per page= $0.025
<u>First, we need to structure the total cost formula for each machine:</u>
Machine 1:
Total cost= 619 + 0.04x
Machine 2:
Total cost= 685 + 0.025x
<u>Now, the cost of 75,000 pages:</u>
<u></u>
Machine 1:
Total cost= 619 + 0.04*75,000= $3,619
Machine 2:
Total cost= 685 + 0.025*75,000= $2,560