Answer:
C; captive
Explanation:
The correct answer here is the captive product pricing. This system enables companies to sell other product known as the captive product alongside the main product which is called the core product.
By selling the printer at a reduced price, the company can make a gain on this by ensuring that the auxiliary product which is the catridge is something that needs to be bought repeatedly.
Thus, the company has enhanced the sales of the ink catridge by ensuring that it’s an important part needed for the main product which is the printer to function.
So in this question, we can see that the catridge is the peripheral or auxiliary product otherwise called the captive product while the core product is the printer which is sold basically at a cheaper price
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Answer:
The expected return on security with a beta of 0.8 is closest to 7.2%.
Explanation:
This can be determined as follows:
Since the return of security Z remains at 4% despite the change in the market, security Z is the risk-free asset.
Note that a risk free asset is an asset which its returns does not change with change in the market.
Using the Capital Asset Pricing Model (CAPM) formula, we have:
Er = Rf + (B * MPR) ............................................ (1)
Where;
ER = Expected return = ?
Rf = Risk-free rate = Rate of return of security z = 4%
B = Beta = 0.8
MPR = Market risk premium = Expected return on the market rate - Risk-free rate
Expected return on the market rate = (50% * 24%) + (50% *(-8%)) = 8%
Therefore, we have:
MPR = 8% - 4% = 4%
Substituting the values into equation (1), we have
Er = 4% + (0.8 * 4%)
Er = 0.072, or 7.2%
Therefore, the expected return on security with a beta of 0.8 is closest to 7.2%.
The option that will be best in this scenario would be a <span>Parallel test.
In a parallel test, same input will be entered in two different version of simulation. By doing this, we could create multiple simulations to test several possibilities and reducing the total time needed at the same time. The downside is that this test exposes the tester to a high risk of making a mistake.</span>
