A healthier substitution for one egg is

A household-products manufacturing firm was required to examine its organizational architecture in order to survive in the marke

noname [10]

Answer:

decision rights, rewards, and evaluation systems.

Explanation:

The aspects the decision firm looked into looked are decision rights, rewards, and evaluation systems.

1. Decision rights:

The person who makes all the relevant decisions should have all informations available. People with relevant information should be made to take key decisions. This would increase the possibility of the organization being in the right

direction.

2. Rewarding: this is rewarding those individuals who make the right decisions. Employees who have decision making rights should be rewarded with incentives when they make the right decisions.

3. Evaluation systems: These should be put in place to check the performance of individuals and business units.

3 0

3 years ago

Beginning raw materials inventory $ 15,200 Raw material purchases 60,000 Ending raw materials inventory 16,600 Beginning work in

garik1379 [7]

Answer:

$58,600

Explanation:

Calculation for what Healey Company's direct materials used for the year is:

Using this formula

Direct materials used for the year=Beginning Raw Materials + Raw Materials Purchased - Ending Raw Materials

Let plug in the formula

Direct materials used for the year = $15,200 + $60,000 - $16,600

Direct materials used for the year= $58,600

Therefore Healey Company's direct materials used for the year is:$58,600

3 0

3 years ago

Seventy-five percent of the research and development and selling expenses were traceable to Askin. Profit before taxes for the A

nirvana33 [79]

Answer: $475,000

Explanation:

75% of both the research and development and selling expenses were traceable to Askin.

= 75% * (1,170,000 + 130,000)

= $975,000

Profit before taxes for Askin = Askin Gross Profit - Share of expenses

= 1,400,000 - 975,000

= $475,000

6 0

3 years ago

An engineering graduate plans to buy a home. She has been advised that her monthly house and property tax payment should not exc

dimaraw [331]

Answer:

$83,107.20

Explanation:

Amount available for monthly house payment = [$ 2000 * 35% ] - $ 150

= $700 - $150

= $550

Effective rate per month = 6.95% / 12 months = 0.00579 = 0.579%

No of periods = 30 years * 12 months = 360 months

Present Value = Amount available for monthly house payments * [P/A,0.579%,360]

[P/A,0.579%,360] =[(1 + i)^n - 1] / [( 1 + i)^n * I]= [(1 + 0.00579)^360 - 1] / [( 1 + 0.00579)^360 * 0.00579]

P/A,0.579%,360 = [7.99158 - 1] / [ 7.99158 * 0.00579]

P/A,0.579%,360 = 6.99158 / 0.04627

P/A,0.579%,360 = 151.104

Present Value = Amount available for monthly house payments * [P/A,0.579%,360]

Present Value = $550 * 151.104

Present Value = $83,107.20

Thus, the max amount she can par for the house is $83,107.20

6 0

3 years ago

Box office revenue at a multiplex cinema in paris is r(p) = 3600p − 6p3 euros per showing when the ticket price is p euros.

exis [7]

Part A:

Given that Box office revenue at a multiplex cinema in paris is $r(p) = 3600p - 6p^3$ euros per showing when the ticket price is p euros.

When p = 9,

$r(9) = 3600(9) - 6(9)^3 \\ \\ =32,400-6(729)=32,400-4,374 \\ \\ =\bold{28,026 \ euros}$

Part B:

The linear approximation of the change in a function Δf(x) using a value, a, close to x is given by:

$L(a+Δx)=(Δx)f'(a)$

Given that $r(p) = 3600p - 6p^3$ , then $r'(p) = 3600 - 12p^2$

Using a = 9, we have:

$r'(9)=3600-12(9)^2 \\ \\ =3600-12(81)=3600-972 \\ \\ =2,628$

Thus, If p is raised by 0.5 euros, then

$\Delta R=(\Delta p)f'(9) \\ \\ =0.5(2,628)=\bold{1,314 \ euros}$

Part C:

The linear approximation of the change in a function Δf(x) using a value, a, close to x is given by:

$L(a+Δx)=(Δx)f'(a)$

Given that $r(p) = 3600p - 6p^3$ , then $r'(p) = 3600 - 12p^2$

Using a = 9, we have:

$r'(9)=3600-12(9)^2 \\ \\ =3600-12(81)=3600-972 \\ \\ =2,628$

Thus, If p is lowered by 0.5 euros, then

$\Delta R=(\Delta p)f'(9) \\ \\ =-0.5(2,628)=\bold{-1,314 \ euros}$

4 0

4 years ago