Answer:
Positive statement:
It is basically based on target and truth. Moreover, optimistic deliveries are have to be compelled to validate or nullified yet can't correct than
Normative Statement:
Adaptable announcements are particular and also the materials are value primarily based. The statements are basically valuation primarily based so that they can't be tried.
- <u>Since the statement 1</u><u> </u>are often proved or contradicted by grouping and evaluating the information, thus this can be a positive statement.
- <u>Since the statement 2</u> is opinion primarily based, we tend to can't take a look at it, and thus this can be a normative statement.
- <u>Since the statement 3</u> are often tested by seeing those conditions. Hence, this can be a positive statement.
- <u>Since the statement 4</u> is opinion primarily based, thus we tend to can't take a look at it. Therefore, this can be a normative statement.
Cds are time deposits that you can close before the term ends but might pay early penalty for withdrawing early. Cds vary with the financial institution. I would say a savings account
<span>The attractiveness test asks the question: is the industry profitable or capable of being profitable. It is a fundamental test for managers and investors and helps to establish a baseline of performance expectation. An answer of 'no' to the attractiveness test indicates that the industry is not likely to be a good investment.</span>
Answer:Expected value = - 94661.45
Explanation:
The Policy pay out is $95000 ,if a client is in life threatening accident insurance company will loose $95000, if the client is not in a life threatening accident the insurance company will gain $250
Probability (Client is in a threatening accident) = 0.999063
Probability (not in a life threatening accident)= 1 - 0.999063 = 0000937
Insurance Premium = $250
Insurance Payout = $95000
expected value = 0.999063 x (- (95000 - 250)) + 0.000937 x (250)
expected value = 0.999063 x (-94750) + 0.000937 x (250)
expected value = - 94661.21925 + 0.23425 = - 94661.44675
expected value = - 94661.45
