A fisherman thinks that the depth of the sea is effective on the amount of specific fish caught (kilogram) on a given day. The fisherman sets the fishing net in to different areas for the last ten days and records the amount of fish caught  and the depth of the sea  where the fishing net was set. A friend of the fisherman has calculated the Pearson’s correlation coefficient as 0.75.

In the example above, what is the dependent variable?

It is based on the agreement between the distribution of a set of observed values and some particular theoretical distribution. This one sample test determines whether the scores in the sample come from a population with theoretical distribution.

Which of the following tests is described above?

In decision making, where do we show all the possible decision alternatives of the problem, all the states of nature and the payoff values for each of alternative and states of nature combination?

The payoff values for decision alternatives : there are 5 states of nature and the cost value for the first decision alternative is 6 according to optimist and 5 according to pessimist. If coefficient of oprimism is 0.2, what is payoff value for the first decision alternative?

In which criterion a level of optimism (alpha) is attained for the maximum value of each action, 1-alpha to minimum value and then a weighted average payoff is calculated?

The payoff values for decision alternatives : there are 5 states of nature and the profit values for the first decision alternative are 96, 87, 45, 14, 107. The decision maker is optimistic. Which payoff value is taken from the first decision alternative?

The weather conditions in this decision problem are examples of .....

In a binomial test, x =35, n= 60 and P=0.55, what is the observed/calculated z value?

The payoff values for decision alternatives : there are 5 states of nature and the profit values for the first decision alternative are 69, 78, 54, 40, 87. The decision maker is optimistic. Which payoff value is taken from the first decision alternative?

Total price for products group A is 27 and 24 units for weeks X and Y, respectively. What is the fixed based simple average price index for A for week X when week Y is the base?

The following linear regression model is cretaed between two variables

If the expected value of the dependent variable is 120, what is the value of the independent variable according to this linear regression model?

The payoff values for decision alternatives : there are 5 states of nature and minimum payoff values for 5 decision alternatives are I) 1.150, II) 1.025, III) 1.275, IV) 1.725, V) 1.450. The decision maker is pessimistic. Which decision alternative is choosen?

the following regression model is created between two variables:

if the value of independent variable is 12, what is the expected value of the dependent variable according to given regression model?

What is the chain-based simple index for Dean according to table?

The payoff values for decision alternatives : there are 5 states of nature and the profit values for the first decision alternative are 6, 7, 4, 9, 8. The decision maker is pessimistic. Which payoff value is taken from the first decision alternative?

The payoff values for decision alternatives : there are 5 states of nature and the cost value for the first decision alternative is 5 according to optimist and 6 according to pessimist. If coefficient of oprimism is 0.4, what is payoff value for the first decision alternative?

What is the chain-based simple index for Duke according to table?

Total price and quantity for products group A is 34 and 3, and 80 and 5, as unit a and unit b, for years X and Y, respectively. What is the Fisher’s price index for A for year X when year Y is the base?

In a Chi-square goodness of fit test, the observed value is 85, the expected value of the same observation is 80, what is the contribution of these values to overall chi-square value? 

Using the graph, what is the Pearsons correlation between these two variables?