8-in-10 disapprove of the job she's
doing
TORONTO August 9th, 2014 – In a random sampling of
public opinion taken by the Forum Poll™ among 1178 Brampton voters, as many as
7-in-10 want Mayor Susan Fennell to resign (69%), and even more disapprove of
the way she's doing her job (79%). Demands for her resignation are especially
common to Boomer voters (55 to 64 - 74%), males (73%), South Asians (75%), past
provincial PC voters (73%) and NDP supporters (84%) and those living east of
Hurontario and north of Queen Street (74%). Characteristics of those who
disapprove of her performance in office are similar to those who want her to
resign. Disapproval of the Mayor has increased since the last time we polled
this question (April, 2014 - 71%). One fifth approve of her performance (21%),
and a similar proportion think she should stay in office (23%) while one tenth
don't know if she should or not (8%). Those who approve of her performance tend
to be younger (35 to 44 - 29%), of British Isles origin (32%), those with kids
(26%) and those in the southwest of the city. Those who don't want Fennell to
resign are especially likely to be of British Isles origin (37%).
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One half believe crimes were committed
One
half the voters in Brampton believe crimes were committed during the spending
controversy (51%) and this is especially the case among the youngest (57%),
males (57%), higher income groups ($80K to $100K - 59%), South Asians (56%),
those of Caribbean origin (60%), provincial PC and NDP voters (57% each), those
north of Queen and east of Hurontario (56%) and those south of Queen and west
of Hurontario (55%). One sixth don't think crimes were committed (15%) and as
many as one third have no opinion (34%). This is in contrast to this spring,
when as many as 6-in-10 thought crimes had been committed (60%), one quarter
thought not (23%) and one sixth or so didn't know (17%). In other words, voters
are less certain now than earlier that crimes were committed in the spending
controversy.
Linda Jeffrey leads in mayoral race
When
four possible candidates for mayor are tested, former provincial Cabinet
Minister Linda Jeffrey is in the lead with 4-in-10 votes (39%), compared to one
quarter for city councillor John Sanderson (24%). Mayor Fennell gathers just
more than a tenth of the vote (13%) and Gurratan Singh claims less than this
(8%). One seventh have no opinion (16%). These vote shares are similar to those
noted in the spring (April 28 - Jeffrey - 37%, Sanderson - 24%, Fennell - 17%,
Singh - 8%).
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)
Jeffrey's
support is common to Gen X (45 to 54 - 44%), higher income groups ($80K to
$100K - 48%), the best educated (post grad - 45%), South Asians (44%) and those
of Caribbean descent (45%), provincial Liberals (48%) and NDP voters (54%) and
those north of Queen and east of Hurontario (45%). Sanderson sees his support
among the oldest (34%), the least wealthy and the wealthiest (31% each), the
least educated (32%), those of British Isles background (37%), past PC voters
(37%) and in the southwest quadrant of the city (31%). Fennell retains her slim
support especially among the least wealthy (20%), among those of British Isles
extraction (26%) and those with kids (18%), Gurratan Singh finds his support
among the best educated (12%) and South Asians (20%).
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)
Linda Jeffrey with highest approval
Two
thirds are aware of Linda Jeffrey (65%), but her approval among this group is
characteristic of three quarters (72%). One half are aware of John Sanderson
(49%) and two thirds approve of him (64%). Gurratan Singh is known to just one
fifth (22%), and his approval is at just less than a half (45%). As stated
earlier, Susan Fennell's approval is at one fifth (21%).
"I don't know how much lower Susan Fennell can go in approval
ratings, and the calls for her resignation are mounting. She can't prevail
against Linda Jeffrey in the mayoral race, so her participation at this point
will be strictly symbolic," said Forum Research President,
Dr. Lorne Bozinoff.
Lorne
Bozinoff, Ph.D. is the president and founder of Forum Research. He can be
reached at lbozinoff@forumresearch.com or at (416)
960-9603.