Answer:
visually provocative themes.
Explanation:
High self monitors are like chameleons that follow social cues on how to behave. They change the way they present themselves in different social setting to fit the occasion. For example if a highly self monitor person is at a party and is having a bad day, they will modify how they present themselves by expressing a happy front.
Because of this adaptability to social environments they go into careers like public relations, sales, diplomacy, and law.
They may buy a product based on how it looks even though it's performance is not that good. For example buying a fancy phone.
They are more attracted by the image of the product.
Answer:
3,825.2 labor hours
Explanation:
Learning rate (Unit 1 and unit 2):
= Labor hour required for 2nd unit ÷ Labor hour required for 1st unit
= 1,200 ÷ 2,000
= 0.60
Learning rate (Unit 2 and unit 3):
= Labor hour required for 3rd unit ÷ Labor hour required for 2nd unit
= 1,130 ÷ 1,200
= 0.94
Average of learning rates = (0.60 + 0.94 ) ÷ 2
= 0.77
As per learning curve calculator the value of 77% for 6 units = 4.0776
Cumulative time = Factor × Time of first unit
= 4.0776 × 2,000
= 8,155.2
Hence,
Time for next three units:
= Cumulative time - Sum of the time of first, second and third unit
= 8,155.2 - (2,000 + 1,200 + 1,130)
= 3,825.2 labor hours should Simpson plan for.
Answer:
D
Explanation:
Nantell's operating income (EBIT) will increase., because now the company will record lower depreciation expense in the income statement due to increase in the life from 5 to 7 taken for the depreciation purposes. So decline in depreciation will result in higher EBIT.
a. is wrong as lower depreciation means higher net income.
b. is wrong as tax liability will not get impacted as tax will follows old method of depreciation.
c. is incorrect as depreciation is non cash expense thus does not impact cash position and tax has already be on the earlier method.
e. is incorrect as increase in EBIT will result in higher taxable income.
hence option D is the only correct option
The constant monthly withdrawal amount can be calculated by using PMT function in excel as in =PMT(rate,nper,pv) where rate = 7% = 0.07/12 (Monthly rate), nper = 20 years = 20*12 = 240 months and pv = 300,000
Constant monthly withdrawal amount =PMT(0.07/12,240,300000)
Constant monthly withdrawal amount = $2,325.90
Constant monthly withdrawal amount = $2,326 (Option C)
