Option C. If the cross-price elasticity of two goods is negative, then the two goods are <u>complements.</u>
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What is Cross-Price Elasticity?
- Cross-price elasticity measures how sensitive the demand of a product is over a shift of a corresponding product price.
- Often, in the market, some goods can relate to one another.
- This may mean a product’s price increase or decrease can positively or negatively affect the other product’s demand.
- A price increase of a complementary product will lead to lower demand or negative cross-price elasticity, and a price increase in a substitute product will lead to increased demand or a positive cross-price elasticity.
- Unrelated products have zero cross-price elasticity.
- For substitute products, an increase in the price of a substitute product increases the demand for the competing product.
- This is often because consumers always try to maximize utility.
- The less they spend on something, the higher the perceived satisfaction.
To know more about cross- price elasticity , refer:
brainly.com/question/15308590
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Hey there,
The answer to your question is - <span> To determine if there is any litigation pending or threatened.
Hope this helps :))
<em>~Top♥</em>
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Answer:
the fund balance is $1,727,056.25
Explanation:
The computation of the fund balance is shown below:
Given that
PMT = $125,000
NPER = 10
RATE = 7%
PV = $0
The formula is shown below:
= -FV(RATE,NPER,PMT,PV,TYPE)
After applying the above formula, the fund balance is $1,727,056.25
Here basically the future value formula should be applied
-animal control
-local road maintenance
-police protection
-fire service
-sewage treatment
-safe drinking water
-safe building regulations
Answer:
274.7%
Explanation:
The total amount that Eric will borrow will be = 43114311+33503350+13391339 = 90009000.
Now to calculate WACC, we will apply the WACC formula:
WACC = (43114311/90009000)*0.66 + (33503350/90009000)*0.88 + (13391339/90009000)*14.14
Hence,
WACC = 274.74%
The solution was very simple, we just applied the WACC formula by taking the total amount of debt in the denominator of each of the loans taken and multiplied it by the interest rate on which it is taken.
Hope this helps, although I think the values in the question are not correct, but nonetheless I have provide the correct solution according to the given values.
Thanks.