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atroni [7]
3 years ago
10

A deposit would appear as a debit on your bank statement. True or False

Business
2 answers:
lana [24]3 years ago
6 0

Answer:

A deposit would appear as a debit on your bank statement. - False

DanielleElmas [232]3 years ago
4 0
False according to my teacher
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Prior to investing, you should..
mash [69]
I Think The answer is b I hope it will help you just Trying To help others
8 0
3 years ago
The revenue, in millionsmillions of dollars, for a company in year tt is given by the function: r(t)=15e0.19t,0≤t≤15 r(t)=15e0.1
Maslowich
The net profit of the company in this case is given by the subtraction of the income minus the costs.
 We have then:
 b (t) = r (t) - c (t)
 b (t) = 15 * e ^ (0.19 * t) - 12 * e ^ (- 0.03 * t).
 We must determine the number of years.
 from january 1st in the year 2000 until january 1st in the year 2007:
 t = 2007-2000 = 7.
 We have then evaluating t = 7 in the function:
 b (7) = 15 * e ^ (0.19 * 7) - 12 * e ^ (- 0.03 * 7).
 b (7) = 46.99 millions of dollars
 answer:
 the net profit was 46.99 millions of dollars
5 0
2 years ago
Given the mixed cost formula, Y = $16,000 + $3.40X, total cost for an activity level of 4,000 units would be:
Katyanochek1 [597]

Answer:

D) $29,600

Explanation:

The mixed cost formula gives the relationship between the cost and the level of activities. It shows the cost as a function of the activity level.

The formula also shows that the cost is made up of a fixed element ($16,000) and a variable element ($3,40X).

Hence at an activity level of 4000 units,

Y = $16,000 + $3.40(4000)

= $29,600

7 0
3 years ago
Which change is illustrated by the shift taking place on this graph?
pantera1 [17]

Answer:

i just took this quiz its B

Explanation:

7 0
3 years ago
Read 2 more answers
Andrina always spends 30 % of her income on thingamabobs. Assume that her income increases by some percentage while the price of
Leni [432]

Answer

<em>What is Income Elasticity of Demand? </em>

Income elasticity of demand is the ratio of percentage change in quantity of a product demanded to percentage change in the income level of consumer. It is a measure of responsiveness of quantity demanded to changes in consumers income.

Income elasticity of demand indicates whether a product is <em>a</em> <em>normal good or an inferior good.</em> When the quantity demanded of a product increases with an increase in the level of income and decreases with decrease in level of income, we get a positive value for income elasticity of demand. A positive income elasticity of demand stands for a normal (or superior) good. When the quantity demanded of a product or service decreases in response to an increase and increases in response to decrease in the income level, the income elasticity of demand is negative and the product is an inferior good.

Formula

Income Elasticity of Demand Ei%\ Change in Quantity Demanded%\ Change in Consumers Income

Percentages are calculated using the mid-point formula, i.e. by dividing the change in quantity by average of initial and final quantities, and change in income by the average of initial and final values of income. Therefore:

Income Elasticity of Demand - Ei = Qf - Qi ÷ Qf + Qi ÷ 2  ÷ If - Ii / If + Ii ÷2

Income Elasticity of Demand - Ei = % Change in Quantity Demanded ÷ % change in consumer Income

<em>Where:</em>

Qf - is the final initial quantities demanded of the product,

Qi - is initial quantities demanded of the product,

If -  is the final incomes of consumer

Ii - is the initial incomes of consumer.

∴

Question

What is her income elasticity of demand for thingamabobs?

Solution:

From the Problem, it can be deduced that -

Qf   -  assume it to be 60 since it is not given

Qi  -  assume it to be 50 thingamabobs?

If -  assume it to be 40% since it is not given

Ii -  30%

Assume the % increase in Income to be                  

∴

Ei = 60 -50/ 60 + 50 ÷ 2  ÷  40 - 30 / 40 + 30 ÷ 2    

Ei = 10/110 /2  ÷ 10/70 ÷ 2

Ei = 10/11 X 70/10 ÷ 2

Ei = 10/55 x 14

Ei = 28/11 = 0.73%    

Therefore the Income elasticity of demand for Adrina is 0.73 %

5 0
3 years ago
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