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inysia [295]
2 years ago
13

why do consumers make a choice by looking at both the marginal utility (mu) and the price for a product (mu/p) rather than just

the price or just the marginal utility?
Business
1 answer:
vladimir2022 [97]2 years ago
3 0

Consumers always try to equate marginal utility of a good to its price which is a marginal cost of consumption.

<h3>What is marginal utility and why consumers make a choice by looking at both mu and price?</h3>
  1. So economically a utility is a kind of benefit that a consumer gets by buying a product  of choice.
  2. Now marginal utility is the benefit one gets by buying an additional unit of consumption except the first product bought.
  3. Here the question is asked about the consumer taking notice of both marginal utility and price while buying goods.
  4. Hence consumers watch for the marginal utility and price of the good both to equate the marginal utility to its price which is a marginal cost of consumption.

To know more about marginal utility visit:

brainly.com/question/15561406

#SPJ4

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How do you make personal choices between satisfying your wants and your needs?
Juliette [100K]
You just need to find time for both.
4 0
2 years ago
Pisa, Inc. leased equipment from Williamsburg Company under a four-year lease requiring equal annual payments of $68,830, with t
adoni [48]

Answer:

$54,639

Explanation:

the approximate amount of principal reduction when the second lease payment is made in Year 2 can be calculated by making the Lease amortization table as follows

DATA

Annual payments = 68,830

Implicit rate = 8%

Annuty factor for 4 years at 8% = 3.55710

Present value of lease payment =$246,212 (68830*3.57710 )

                                                      Year 1                Year 2

Opening balance                             -                      $177,382(w)

interest                                              -                      $14,191(w)

payments                                      $68,830             $68,830

principal payments                     $68,830              $54,639

closing balance                          $177,382(w)         $122,743

Working

Closing balance = Present value of lease payment - Annual payment

Closing balance = $256,212 - $68,830

Closing balance = $177,382

Interest = closing balance x implicit rate

Interest =  $177,382 x 8%

Interest = $14,190.56

7 0
3 years ago
Identify business equipment or resources required to complete task under direct instruction?​
lianna [129]

Answer:

Explanation:

Estimate quantities and resources correctly to.

4 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 <span>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 </span><span>r(p) = 3600p - 6p^3, then r'(p) = 3600 - 12p^2

</span><span>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 <span>euros, then

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



Part C:

</span></span><span>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 </span><span>r(p) = 3600p - 6p^3, then r'(p) = 3600 - 12p^2

</span><span>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 <span>euros, then

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

4 0
4 years ago
The formula for profit is:
viktelen [127]

Answer:

B Revenues - Expenses

Explanation:

Profit can be found by subtracting revenues from expenses. This is because revenue is the total money made, and expenses are the costs associated with making that revenue. By subtracting the expenses from the revenue, you get the difference of what you actually made.

3 0
3 years ago
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