In the following situations, is there likely to be a correlation? If so does the correlation reflect a causal relationship? Explain. the average daily winter temperature and your heating bill
if there is a correlation, that means that as one value changes, so does the other one. So, like, if winter temperature drops, then the heating bill changes (in fact, it goes up). So a change in one value (temps) is correlated to a change in the other value (bill). It is a negative correlation, since a drop in one value goes along with an increase in the other. The question of whether this is causal is whether the first value's change CAUSED the second value's change. In this case, you would probably say "yes". But correlation is not always causal. Sometimes two values change at the same time for coincidental reasons.
There is a positive correlation. The higher the average daily winter temperature the higher your heating bill. this
if winter temps are warmer, your heating bill should be smaller.... less heat needed if it's warm in January.
There is a negative correlation and a causal correlation. The higher the average daily winter temperature the lower your heating bill
right... but it's causal because the "reason" for the change in your bill is the temperature change... the temperature change CAUSES the bill change. If temperatures drop and also movie prices increase, the changes might correlate, but they would be very unlikely to be causal... temp changes don't cause movie price changes.
oo i c thannk you
Great :) Glad to help...
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