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pshichka [43]
3 years ago
14

McoLawn Ltd manufactures a single product, an ecologically designed electronic lawn-mower, which they sell for £40. The variable

costs of the lawn-mower are as follows: Fixed costs are £140,000. McoLawn Ltd. have budgeted profits for the coming year at £120,000. How many lawn-mowers must McoLawn Ltd. sell in order to reach budgeted profit levels? Group of answer choices
Business
1 answer:
Over [174]3 years ago
8 0

Answer: 20,000 lawn mowers

Explanation:

The formula for calculating the number of lawn mowers needed to reached the budgeted profit levels is:

= (Fixed costs + Budgeted profit) / Contribution margin

Contribution margin = Selling price - Variable cost

= 40 - (14 + 8 + 5)

= 40 - 27

= $13

Number of lawn-mowers required:

= (140,000 + 120,000) / 13

= 20,000 lawn mowers

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In a certain economy, the components of planned spending are given by:
viktelen [127]

Answer:

B) 790-700r

Explanation:

Aggregate Expenditure is the expenditure by all the sectors of economy. By Households = Consumption (C), By Firms = Investment (I), By government = Govt spending (G) & tax leakages (T), By Rest world = Next Exports (NX).

Autonomous Expenditure is the level of expenditure in economy, which doesn't depend on level of Income = Y.

AE = C + I + G + NX

[500 + 0.8 (Y-150) - 300r] + [200 - 400r] + 200 + 10

500 + 0.8Y - 120 - 300r + 200 - 400r + 210

500 - 120 + 200 + 210 - 300r - 400r + 0.8y  

790 - 700r + 0.8y

As, it can be seen that the part of AE = '790 - 700r', excluding '0.8y' : is not dependent on Income Y. So, it is Autonomous Expenditure

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3 years ago
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Explanation:

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3 years ago
Assume the real rate of return is 3.37% and the inflation rate is 1.47%. Find the nominal rate of return using the exact formula
Citrus2011 [14]

Answer:

4.89%

Explanation:

Real rate of return = 3.37%

Inflation rate = 1.47%

The nominal rate of return is computed as shown below:

= [ (1 + real rate of return) x (1 + inflation rate) ] - 1

= [ (1 + 0.0337) x (1 + 0.0147) ] - 1

= (1.0337 * 1.0147) - 1

= 1.04889539 - 1

= 0.04889539

= 4.889539%

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3 years ago
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4 years ago
If the slope of a straight line is minus3 and if Y​ (the variable on the vertical​ axis) decreases by​ 6, then X​ (the variable
Sergio039 [100]

Answer:

X​ (the variable on the horizontal​ axis) will increases by 2.

Explanation:

The slope of a straight line is -3. So, m=6.

Slope of a straight line is

m=\dfrac{Rise}{Run}=\dfrac{\text{Change is y}}{\text{Change in x}}

Y​ (the variable on the vertical​ axis) decreases by​ 6.

Change is y = -6

We need to find the change in ​ (the variable on the horizontal​ axis).

Substitute the given values in the above formula.

-3=\dfrac{-6}{\text{Change in x}}

\text{Change in x}=\dfrac{-6}{-3}

\text{Change in x}=2

Note: All options are incorrect.

Therefore, X​ (the variable on the horizontal​ axis) will increases by 2.

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