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4 years ago

What has been the pattern of union membership in recent years?

Business

2 answers:

natima [27]4 years ago

7 0

D. growth of neither public nor private sector unions

Explanation:

In recent years both Public and private unions have lost popularity among the workers as they have been slowly losing their importance in the modern capitalistic societies.

<u>Union memberships were important for the security of the rights of the workers</u> and these unions were often quite influential too. This has not remained the case unfortunately.

<u>With sanctions in place, unions do not have an effective job to do and their popularity has dwindled. </u>

butalik [34]4 years ago

3 0

Answer:

c) growth of public sector unions only

Explanation:

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Company A has current assets of $6,000, net fixed assets of $25,100, current liabilities of $4,950, and long-term debt of $12,00

oee [108]

Answer:

What is the value of the shareholders’ equity account for this firm?

14150

Explanation:

Current Assets 6000

Net fixed assets 25100

Assets 31100

Current Liabilities 4950

Long term debt 12000

16950

ASSET-LIBILITIES=EQUITY

31100-16950=EQUITY

EQUITY=14150

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4 years ago

Maertz Corporation applies manufacturing overhead to products on the basis of standard machine-hours. The budgeted fixed manufac

kompoz [17]

Answer: $350 Favorable

Explanation:

Fixed manufacturing overhead budget variance = Budgeted fixed overhead cost - Actual fixed overhead

= 10,890 - 10,540

= $350

As the Budgeted fixed overhead cost is larger than the Actual fixed overhead, that means that the company spent less than it budgeted to spend so the variance is FAVORABLE.

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3 years ago

Which measure of central tendency and dispersion can syafig calculate

SVETLANKA909090 [29]

Answer:

nominal variables

Explanation:

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3 years ago

In order to package one of their products, Acme Box Co. needs to construct a box whose bottom side has length 3 times its width.

Len [333]

Answer:

(a)Total Cost, C=20LW+12LH+12WH

(b) $C(W)=\dfrac{60W^3+800}{W}$

(c)W=1.88ft, L=5.64 ft and H=4.72 ft.

$Minimum \:cost, C\approx \$638 $ (to the nearest dollar)$$

Explanation:

Given the dimensions of the box to be L,W and H.

(a)

The material for the top and bottom of the box cost $10 per square foot
The material used to build the four sides of the box cost $6 per square foot.
Area of Top and Bottom=2LW

Cost of Top and bottom=$10 X 2LW=20LW
Area of four Sides =2(LH+WH)
Cost of Four Sides =$6*2(LH+WH)=12(LH+WH)
Total Cost, C=20LW+12LH+12WH

(b)The bottom side has length 3 times its width.

L=3W

Volume of the box=50 cubic feet.

$Volume,V=LWH=3W^2H$

$3W^2H=50\\H=\dfrac{50}{3W^2}$

Substituting L=3W and $H=\dfrac{50}{3W^2}$ into the cost function C.

C=20LW+12LH+12WH

$C=20LW+12LH+12WH\\=20*3W*W+12*3W*\dfrac{50}{3W^2}+12W*\dfrac{50}{3W^2}\\=60W^2+\dfrac{600}{W}+\dfrac{200}{W}\\=\dfrac{60W^3+600+200}{W}\\C(W)=\dfrac{60W^3+800}{W}$

(c)The minimum cost occurs at the point where the derivative of the cost function equals zero.

$If\:C(W)=\dfrac{60W^3+800}{W}\\C'(W)=\dfrac{120W^3-800}{W^2}=0\\120W^3-800=0\\120W^3=800\\W^3=\frac{800}{120}\\ W=1.88$

Recall:

$L=3W=5.64 feet\\H=\dfrac{50}{3W^2}=\dfrac{50}{3(1.88)^2}=4.72 ft$

The dimensions of the box that minimize the cost are W=1.88ft, L=5.64 ft and H=4.72 ft.

Cost of the box at these dimension

$C(W)=\dfrac{60W^3+800}{W}\\C(1.88)=\dfrac{60(1.88)^3+800}{1.88}\approx \$638 $ (to the nearest dollar)$$

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3 years ago

Hello, im stuck. if i could get some ideas for this i will mark you brainliest if i can.

Shtirlitz [24]

Answer: so you are giving someone instructions like how to make a sandwich with a lot of detail so someone could do everything you did :)

Explanation:

✪ ω ✪

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3 years ago