Where is the link? I do not see the link in the comments
In a market economy, like the one described in the question, there is the potential to achieve efficiency in production. This is because producers can choose what they produce and can focus on the products they are good at. This can help with economies of scale and efficiency.
Answer:
$50 billion
Explanation:
To find the change in aggregate expenditures, we need to find the change in consumption. For this, we will use the marginal propensity to consume formula:
MPC = ΔC/ΔY
Where:
MPC = Marginal propensity to consume
ΔC = Change in consumption
ΔY = Change in output (GDP)
We know that out MPC is 0.5, and our ΔY is $billion. We plug these amounts into the formula:
0.5 = ΔC / 100 billion
And we rearrange the equation to solve for ΔC
ΔC = $ 100 billion x 0.5
ΔC = $50 billion
So the change in consumption is $50 billion, which is also the change in aggregate expenditure.
Answer:
Total Current Assets $ 100,800
Explanation:
The current asset are those assets which are cash cash or the firm expect to convert in cash within a 12 month period (one-year)
Assets with a useful life or collection date longer than a year will be considered non-current thus, non included in current asset
Cash $ 38,600
Short-term investments $ 4,600
Accounts receivable $ 51,000
Supplies <u> $ 6,600 </u>
Total Current Assets $ 100,800
Answer:
a) Regular coffee cups required to be sold = 4,690
b) Latte cups required to be sold = 2,010
Explanation:
As per the data given in the question,
For computing Contribution per mix :
Particulars Regular Coffee Latte
Sales price $1.60 $2.80
Less: variable cost $0.90 $1.70
Contribution $0.70 $1.10
Contribution per mix = ($0.70 × 70%) + ($1.10 × 30%)
= $0.82
Breakeven point at sales mix = Fixed cost ÷ Contribution per mix
=$5,494 ÷ $0.82
= 6,700 mixes
Requirement:
Cups of regular coffee for breakeven = Breakeven at sales mix × %of regular coffee sales
=6,700 × 70%
= 4,690 Cups
Cups of latte for breakeven = Breakeven at sales mix × %of latte sales
=6,700 × 30%
=2,010 Cups
