Atli believes that there is a linear relationship between the temperature in Reykjavík and the sale of mittens in his shop. He signs down the temperature in Reykjavík 7 random days and bears It compares with total sales of mittens (in krónur) the same day. The temperature measured to Average 4 degrees the days of Atli measured, with the standard deviation of 3 degrees. The total settlement sales turned out on average 28400 krónur with the standard deviation of ISK 4920. The correlation Between the mitty sales and temperature measured -0.68. How much does the mitten change when the temperature rises by one degree according to the model? Sales decreased by ISK 1115.2. The sale increases by ISK 1115.2. Sales decreased by ISK 235.7. Sales do not change.

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Atli believes that there is a linear relationship between the temperature in Reykjavík and the sale of mittens in his shop. He signs down the temperature in Reykjavík 7 random days and bears It compares with total sales of mittens (in krónur) the same day. The temperature measured to Average 4 degrees the days of Atli measured, with the standard deviation of 3 degrees. The total settlement sales turned out on average 28400 krónur with the standard deviation of ISK 4920. The correlation

Between the mitty sales and temperature measured -0.68.

How much does the mitten change when the temperature rises by one degree according to the model?

  1. Sales decreased by ISK 1115.2.
  2. The sale increases by ISK 1115.2.
  3. Sales decreased by ISK 235.7.
  4. Sales do not change.

 

Atli wants to examine whether it is actually correlated between the mitty sales and temperature. He performs

The bilateral hypothesis test and the test size in his hypothesis test is -2.07. Which resolution does he draw?

  1. He cannot reduce any resolution.
  2. That there is no correlation between mitten sales and temperature.
  3. The correlation between mitten and temperature is not zero.
  4.  To a causal relationship between muttering and temperature.
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