February 1, 2012
2012 Florida Republican
Presidential
Primary
Pollster
Ratings
The following table
lists the
accuracy of pollsters in the January 31, 2012 Florida
Republican
Presidential primary
using the measure
of polling accuracy
proposed
by Martin, Traugott, and Kennedy. An accuracy measure of 0.00 indicates
that the odds ratio of the survey results matches the odds
ratio of the actual results (the
closer to 0.00, the better).
| 2012 Florida Republican Presidential Primary
|
|
Romney |
Gingrich |
Odds Ratio |
Accuracy |
|
| Quinnipiac |
43% |
29% |
1.02 |
0.02 |
| ARG |
43% |
31% |
0.95 |
-0.05 |
| Reuters/Ipsos |
43% |
28% |
1.06 |
0.05 |
| Miami Herald |
42% |
31% |
0.93 |
-0.07 |
| NBC/Marist |
42% |
27% |
1.07 |
0.07 |
| Rasmussen |
44% |
28% |
1.08 |
0.08 |
| SUSA |
41% |
26% |
1.08 |
0.08 |
| War Room Logistics |
40% |
30% |
0.92 |
-0.09 |
Sunshine State News Service |
40% |
31% |
0.89 |
-0.12 |
| PPP |
39% |
31% |
0.86 |
-0.15 |
| Monmouth/SUSA |
39% |
32% |
0.84 |
-0.18 |
| Suffolk** |
47% |
27% |
1.20 |
0.18 |
| We Ask America |
44% |
25% |
1.21 |
0.19* |
| InsiderAdvantage |
36% |
31% |
0.80 |
-0.23 |
| CNN/Time |
36% |
34% |
0.73 |
-0.32* |
| Dixie Strategies |
35% |
35% |
0.69 |
-0.37* |
Florida Chamber
of Commerce |
33% |
33% |
0.69 |
-0.37* |
|
| Actual |
46.4% |
31.9% |
|
|
There are no differences in the accuracy
measures for the Quinnipiac, ARG, Reuters/Ipsos, Miami Herald,
NBC/Marist, Rasmussen, SUSA, War Room Logistics, Sunshine State
News Service, PPP, Monmouth/SUSA,
Suffolk, and Insider/Advantage polls at the 95% confidence
interval. *
The accuracy measures for
the We Ask America, CNN/Time, Dixie Strategies/First Coast
News,
and the Florida Chamber of Commerce polls fall outside the
95% confidence intervals. The larger sample sizes for the We
Ask America poll (1,188 interviews)
and the Dixie Strategies/First Coast News poll (2,567 interviews)
did not increase the accuracy
of those polls. ** Suffolk University also conducted surveys
in three bellwether counties in Florida: In Martin county, the survey result was Romney
52%, Gingrich 24%, and the actual result was Romney 52%, Gingrich
26%, for an odds ratio of
1.08 and an accuracy measure of 0.08. In Sarasota county, the survey result was Romney
45%, Gingrich 21%, and the actual result was Romney 51%, Gingrich
27%, for an odds ratio of
1.13 and an accuracy measure of 0.13. In Volusia county, the survey result was Romney
52%, Gingrich 24%, and the actual result was Romney 45%, Gingrich
36%, for an odds ratio of
1.73 and an accuracy measure of 0.55. The accuracy measure
for this survey falls outside the
95% confidence interval.
Using the results from these three counties
and the results from its statewide survey, Suffolk predicted
that Romney would exceed 50% of
the vote in the primary. Not only did the survey in Volusia
county miss the actual vote, but
also these three counties were not bellwethers for the 2012
primary. Seminole county was
the closest in this primary, with Romney at 47% and Gingrich
at 33%.
Details can
be found
here.
Averages-to-Date The following table indicates the average absolute
accuracy for polls in Iowa, New Hampshire, South Carolina,
and Florida,
and Iowa, South Carolina, and Florida.
|
Average Accuracy |
|
| IA, NH, SC, FL: |
| PPP |
0.14 |
| ARG |
0.14 |
| Rasmussen |
0.23 |
| NBC/Marist |
0.26 |
|
| IA, SC, FL: |
| InsiderAdvantage |
0.24 |
| We Ask America |
0.23 |
| CNN/Time |
0.45 |
January 31, 2012 Florida Republican Presidential Primary
| Florida |
Likely Republican
Primary Voters |
Jan 29-30 2012 |
|
|
| Gingrich |
31% |
| Paul |
9% |
| Romney |
43% |
| Santorum |
13% |
| Other |
1% |
| Undecided |
3% |
Mitt Romney continues to lead the
Florida Republican presidential primary. Romney leads with
43%, followed by Newt Gingrich with
31%, Rick Santorum with 13%, and Ron Paul with 9%. In a similar survey conducted January 27-28,
2012, Romney was at 43% and Gingrich was at 32%. A total of 36% of Republican primary voters
say that they have already voted by absentee ballot or in early
voting. Of this group of voters,
Romney leads with 51%, followed by Gingrich with 29%, Santorum
with 12%, and Paul with 8%. Among
the 64% of the remaining likely Republican primary voters,
Romney leads with 39%, followed
by Gingrich with 32%, Santorum with 14%, and Paul with 10%. Based on the votes already cast through absentee ballots and early voting and assuming
Romney holds his vote, Gingrich would need to receive 51% of the votes cast on election day
to tie Romney at 43%. That represents all of the undecided vote plus Ron Paul's expected vote
on election day or 71% of Santorum's expected vote on election day. Gingrich
leads with 38% among
likely Republican
primary voters saying they are supporters of the Tea Party,
followed by Romney with 35% and
Santorum with 17%. Among likely primary voters saying they
are
not supporters of the Tea Party
or are undecided about the Tea Party, Romney leads with 52%,
followed by Gingrich with 23%, Paul with 15%, and Santorum
with 8%.
Romney leads among men with 37%, followed by Gingrich with 33%, and Paul and Santorum with 12% each. Romney leads with 49%
among women, followed by Gingrich
with 26% and Santorum with 14%. Details from
the survey of 600 likely Republican primary voters conducted
January 29-30, 2012 can
be found
here.
January 27, 2012
Arizona Republican Presidential Primary
| Arizona |
Likely Republican
Primary Voters |
Jan 25-26 2012 |
|
|
| Gingrich |
32% |
| Paul |
12% |
| Romney |
32% |
| Santorum |
10% |
| Other |
2% |
| Undecided |
12% |
Newt Gingrich and Mitt Romney are tied with
32% each in the
Arizona Republican presidential primary. Gingrich and Romney
are followed by Ron Paul with 12% and Rick Santorum with 10%. Gingrich leads Romney 33% to 29% among likely
Republican primary voters saying they will definitely vote
in the February 28 primary. Romney
leads Gingrich 56% to 24% among those saying they will probably
vote. Gingrich leads
with 40% among
likely Republican
primary voters saying they are supporters of the Tea Party,
followed by Romney with 23%, Santorum with 13%, and Paul
with 11%. Among likely primary voters saying they are
not supporters of the Tea Party
or are undecided about the Tea Party, Romney leads with 40%,
followed by Gingrich with 25%, Paul with 13%, and Santorum
with 7%.
Gingrich leads Romney 35% to 30% among men,
followed
by Paul with 12% and Santorum with 9%. Romney leads Gingrich
34% to 28% among women, followed by Paul
with 12% and Santorum with 11%.
Details from
the survey of 600 likely Republican primary voters conducted
January 25-26, 2012 can
be found
here.
January 23, 2012 2012 South Carolina Republican
Presidential
Primary
Pollster
Ratings
The following table
lists the
accuracy of pollsters in the January 21, 2012 South Carolina
Republican
Presidential primary
using the measure
of polling accuracy
proposed
by Martin, Traugott, and Kennedy. An accuracy measure of 0.00 indicates
that the odds ratio of the survey results matches the odds
ratio of the actual results (the
closer to 0.00, the better).
| 2012 SC Republican Presidential Primary
|
|
Gingrich |
Romney |
Odds Ratio |
Accuracy |
|
| ARG |
40% |
26% |
1.06 |
0.05 |
| PPP |
37% |
28% |
0.91 |
-0.10 |
| Clemson |
32% |
26% |
0.84 |
-0.17 |
| We Ask America |
32% |
28% |
0.78 |
-0.24* |
| YouGov/Polimetrix |
33% |
29% |
0.78 |
-0.25 |
| InsiderAdvantage |
32% |
29% |
0.76 |
-0.28* |
| Rasmussen |
33% |
31% |
0.73 |
-0.31* |
| Politico/Tarrance |
30% |
37% |
0.56 |
-0.59* |
| NBC/Marist |
24% |
34% |
0.48 |
-0.72* |
| CNN/Time |
23% |
33% |
0.48 |
-0.74* |
| Monmouth/SUSA |
22% |
33% |
0.46 |
-0.78* |
| IPSOS/Reuters |
12% |
37% |
0.22 |
-1.50* |
|
| Actual |
40.5% |
27.8% |
|
|
There are no differences in the accuracy
measures for the ARG, PPP, Clemson, We Ask America, YouGov/Polimetrix,
InsiderAdvantage,
and the Rasmussen polls at the 95% confidence interval. As noted below, however, the accuracy measures
for the We Ask America, InsiderAdvantage, and Rasmussen polls
fall outside of their respective
95% confidence intervals. The larger sample sizes for these
polls (988 for We Ask America,
718 for InsiderAdvantage, and 750 for Rasmussen) did not increase
their accuracy measures. The accuracy measures for the ARG and PPP polls
differ from the accuracy measures of the Politico/Tarrance,
NBC/Marist, CNN/Time, Monmouth/SUSA,
and the IPSOS/Reuters polls at the 95% confidence level. * The accuracy measures for
the We Ask America, InsiderAdvantage, Rasmussen, Politico/Tarrance,
NBC/Marist, CNN/Time, Monmouth/SUSA,
and the IPSOS/Reuters polls fall outside the 95% confidence
intervals.
Details can
be found
here.
The following table indicates the average absolute
accuracy for polls in Iowa, New Hampshire, and South Carolina and Iowa and South Carolina.
|
Average Accuracy |
|
Iowa,
New Hampshire, and South Carolina: |
| PPP |
0.13 |
| ARG |
0.16 |
| Rasmussen |
0.28 |
| NBC/Marist |
0.37 |
|
| Iowa and South
Carolina: |
| InsiderAdvantage |
0.25 |
| We Ask America |
0.26 |
| CNN/Time |
0.31 |
January
21, 2012 Obama Job Approvals and the National Economy
| Obama Job Approval Ratings
|
| 1/20/12 |
Approve |
Disapprove |
Undecided |
|
| Overall |
41% |
55% |
4% |
| Economy |
35% |
60% |
5% |
A
total of 41% of Americans say they
approve of the way Barack Obama is handling his job as president
and
55% say they disapprove
of
the way Obama is handling his
job according
to the
latest survey
from the American Research
Group. In December, 46% of Americans approved
of
the
job Obama was doing and 51% disapproved. When it comes
to Obama's handling of the economy, 35% of Americans approve
and 60% disapprove. In December, 42% approved and 54% disapproved.
Among
Americans registered to vote, 42% approve
of the way Obama is handling his job as president and 54% disapprove.
On Obama's handling of the economy, 35% of registered voters
approve and 60% disapprove. Details
from the nationwide survey conducted January 17-20 are available
at The National Economy.
Why
doesn't most advertising work? Take a look at
10 Rules for More Effective Advertising.
The
margins of error reported for
most polls underestimate the actual margins of error for ballot
estimates from the same samples.
Use the Ballot Lead Calculator
to determine if the lead for any survey
is statistically significant. |