Answer:
A) affinity pattern
Explanation:
Affinity patterns show associations that occur among objects in the real world. These objects that show affinity patterns or association patterns are not complementary to each other and sometimes may not even be related to each other.
In this case, the fact that it is raining is probably what causes the 85% in cab service usage. If we analyze them separately, cab service and rain have nothing to do with each other, but when it rains more cabs are used.
Answer:
B. be lower
Explanation:
the present value of the future amount will be lower
Answer:
Hispanic
Explanation:
In the United States Hispanic population has continued to be responsible for half of the total population growth since 2010 till date.
In this time Hispanics contributed 52% to the 18.9 million population growth in the United States.
Based on this trend Zeffer has decided to develop a line of all-natural soft drinks that are believed to be healthier than typical high-calorie sodas and targeting the Hispanic market will make their product popular rapidly.
Answer:
d. a., b., and c.
Explanation:
Reduction in pay (a) Marginal tax (b) Reduction in tax (c = a x b)
A. $5000 0.28 $1,400
B. $4000 0.15 $600
C. $6000 0.35 $2100
Reduction in After-tax Income (d = a - c)
A. $3,600
B. $3,400
C. $3,900
this means that all the above a, b, and c options are correct because in all the three cases, the reduction in after-tax pay of the employee will be less than $4000 value of the nontaxable insurance premium to be paid by the employer which would ultimately benefit the employee.
Answer:
the monthly payment is $994.38
Explanation:
For computing the deposit amount made in equal payment for the next five years we need to apply the PMT formula i.e. to be shown in the attachment below:
Given that,
Present value = $0
Future value or Face value = $75,000
RATE = 9% ÷ 12 = 0.75%
NPER = 5 years × 12 = 60 years
The formula is shown below:
= PMT(RATE;NPER;PV;-FV;type)
The future value come in negative
So, after applying the above formula, the monthly payment is $994.38
