The follow multiple chose question are based on the below table. Please, help me
ID: 3042318 • Letter: T
Question
The follow multiple chose question are based on the below table. Please, help me to figure this out.
Approves of Britain's
61.19
1) Judging from this table, what is the relationship between Iraq War approval and vote in the 2005 U.K. parliamentary elections?
(a) There does not appear to be any relationship whatsoever between these two variables.
(b) It would appear that people who approved of Britain's involvement in Iraq were more likely to vote for Labour than those who did not approve of Britain's involvement in Iraq.
(c) It would appear that people who do not approve of Britain's involvement in Iraq were more likely to vote for Labour than those who did not approve of Britain's involvement in Iraq.
(d) There may be a relationship between these two variables, but from the way that this table has been set up it is impossible to figure out what is going on.
2) The value of a chi-squared statistic calculated for this table is 37.89 with a corresponding p-value below .001. Based on this information, what can we say about the relationship between these two variables?
(a) It is highly likely that this relationship would occur due to random chance.
(b) It is highly likely that there is a causal relationship between these two variables.
(c) It is highly unlikely that there is a causal relationship between these two variables.
(d) None of the above.
Table 1: Iraq War approval and vote in the 2005 U.K. parliamentary elections (Cell Entries are column percentage) Does not approve of Britain's involvement in IraqApproves of Britain's
involvement in Iraq TOTAL Voted for other party 65.76 52.0361.19
Voted for Labour 34.24 47.97 38.81 TOTAL 100.0 100.0 100.0Explanation / Answer
1. It would appear that people who approved of Britain's involvement in Iraq were more likely to vote for Labour than those who did not approve of Britain's involvement in Iraq.
Option B is correct.
2. It is highly likely that there is a causal relationship between these two variables.
Option B is correct.