Answer:
e. Control and Results
Explanation:
The other two principles of Google Ads are explained below:
1. Control: There is control on the scale you want to advertise and the budget you spend on campaigns. This is configured in Google Ads settings and enables tailoring to available budget.
2. Results: This is also connected to control. Users only pay for Google services used. For example if an advertisement is set up payment is only made when clicks are made to access it (pay per click).
Also the same applies to pay per call, where payment is only made when calls are attributed to Google Ads.
Answer:
if there is an increase to sales even if fixed expenses are also increased.
Explanation:
In simple words, fixed cost refers to the expenditures, that unlike variable expenses, remain stable at a high level. Factory or office rent , labor charges are some of the prime examples of fixed expenses.
Due to fixed expenses, entities operating at higher level makes higher profit. Hence, if the fixed expenses also increase with sales then the project might not be very profitable to accept.
With their flooring business now eight months old, Jesse and Ed readily admit that raising capital has been both a pro and a con in their partnership.
I think this is the correct answer because they will raise their capital and make sure that they will gain from it.
Albertson's grocery planned a big sale on apples and received 910 crates from the wholesale market. The bags of apples prepared is mathematically given as
x= 8 bags
This is further explained below.
<h3>How many bags of apples can be prepared?</h3>
Generally, A economy is a place where customers can meet to allow the flow of money transfer of goods and services. Markets can be physiological like a retail establishment, or virtual like an e-retailer.
In conclusion, If Albertsons has no loss to perishables, the bags of apples he can prepare are given mathematically as
x=910/110
x= 8.2 bags
x ≈ 8bags
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Answer:
a)10.35% b) 10.13%
the b. What is the bond's yield to call?
Explanation:
a)K = N
Bond Price =∑ [(Annual Coupon)/(1 + YTM)^k] + Par value/(1 + YTM)^N
k=1
K =10
1100 =∑ [(12*1000/100)/(1 + YTM/100)^k] + 1000/(1 + YTM/100)^10
k=1
yield to maturity% = 10.35
b) K = Time to call
Bond Price =∑ [(Annual Coupon)/(1 + YTC)^k] + Call Price/(1 + YTC)^Time to call
k=1
K =4
1100 =∑ [(12*1000/100)/(1 + YTC/100)^k] + 1060/(1 + YTC/100)^4
k=1
Yield to call % = 10.13