The advertisement of the new toothpaste "tidy" that provides highly valid research information is an example of scientific execution style. It is a type of marketing style that uses research or scientific<span> evidence to give a brand superiority over competitors. The consumer gets scientific information about the product.</span>
Answer:
the management of money and things that are worth money.
Explanation:
Finance is best defined as the management of money and things that are worth money.
<span>Experience teaches the things which a book can not teach. Thus, having extra work experience gives an edge to the person with higher experience with person with lesser experience. Lawrence's experience is more than his younger employees hence he knows various aspects of his work profile than the youngsters.</span>
Answer:
The Money supply will decrease by $4,500
Explanation:
What will be the maximum impact on money supply today as a result of your action is that the Money supply will decrease by $4,500.
Since we assumed that you have $10,000 in your account in which you withdraw $500 cash from your account and hide it under your pillow for future use, therefore based this scenario or actions carried by you it means that your bank have fewer or lesser funds available to make loans which means the decrease will tend to affect the money supply.
Hence, you can easily calculate the effect by using the simple money multiplier.
Answer:
31.47%
Explanation:
Total investment = 4000 + 3000 +9000 = $16,000
% of investment in A = 4000/16000 = 25%
% of investment in B = 3000/16000 = 18.75%
% of investment in Asset beta and risk-free asset = 100% - 25% -18.75% = 56.25%
Let the % of investment in asset with beta of 1.74 is A, % of investment in risk free asset is B.
We have the following simultaneous equations:
0.9 = (0.25 x 1.47) + (0.1875 x 0.54) + (A x 1.74) + (B x 0)
A+B = 56.25%
From the first equation, we get A = 24.78%
--> B = 56.25% - 24.78% = 31.47%
*** Note: Portfolio beta is the weighted sum of individual asset betas, according to the proportions of the investments in the portfolio
*** Note: Beta of risk free asset is 0
