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David Schweikert's Ratings and Endorsements

Office: U.S. House (AZ) - District 6, Republican

On The Ballot: Running, Republican for U.S. House (AZ) - District 6

Vote Smart displays all known interest group ratings for each candidate and official, regardless of issue or bias.

Keep in mind that ratings done by special interest groups often do not represent a non-partisan stance. In addition, some groups select votes that tend to favor members of one political party over another, rather than choosing votes based solely on issue concerns. Nevertheless, they can be invaluable in showing where an incumbent has stood on a series of votes in the past one or two years, especially when ratings by groups on all sides of an issue are compared. Website links, if available, and descriptions of the organizations offering performance evaluations are accessible by clicking on the name of the group.

With rare exceptions, Vote Smart displays interest group ratings as a 0-100 percentage. While many interest groups use percentages as ratings to begin with, please note that Vote Smart has translated some ratings to a percentage from a different rating system for consistency and ease in understanding. Please visit the group's website, email us at ratings@votesmart.org or call our Voter Information Hotline at 1-888-VOTESMART for more specific information.

0%
2018
100%
2017-2018
100%
2015-2016
100%
2013-2014
100%
2011-2012
100%
2013-2014
100%
2013-2014
98%
2019-2020
100%
2019
100%
2017-2018
100%
2015-2016
100%
2015
100%
2014
100%
2013-2014
100%
2013
100%
2011-2012
100%
2011
85%
2015-2016
75%
2013-2014
100%
2011-2012
20%
2017
18%
2015-2016
18%
2015-2016
10%
2015
29%
2014
29%
2013-2014
29%
2013-2014
25%
2013
31%
2011-2012
31%
2011-2012
100%
2019-2020
0%
2018
13%
2015-2016
13%
2015-2016
22%
2013-2014
22%
2013-2014
0%
2011-2012
18%
2015-2016
18%
2015-2016
10%
2015
29%
2014
29%
2013-2014
29%
2013-2014
25%
2013
31%
2011-2012
31%
2011-2012
100%
2015-2016
83%
2013-2014
100%
2011-2012
100%
2015-2016
68%
2015-2016
73%
2015
100%
2013-2014
72%
2013-2014
70%
2013-2014
29%
2013-2014
67%
2013-2014
50%
2013-2014
100%
2013-2014
100%
2017-2018
100%
2011
100%
2011-2012
93%
2012-2013
100%
2017-2018
75%
2015-2016
100%
2013-2014
100%
2013-2014
100%
2013-2014
100%
2013-2014
100%
2013-2014
100%
2011-2012
100%
2011
100%
2019-2020
100%
2011-2012
13%
2017
13%
2017
60%
2015-2016
60%
2015-2016
18%
2017-2018
17%
2015-2016
0%
2015
11%
2013-2014
15%
2011-2012
40%
2011
16%
2011
7%
2015
0%
2013
0%
2012
100%
2006-2012
100%
2006-2012
59%
2014
0%
2015-2016
0%
2015-2016
0%
2014
30%
2013-2014
30%
2013-2014
0%
2011-2012
0%
2011-2012
100%
2014
100%
2014
68%
2014
68%
2014
10%
2019
98%
2019
96%
2018
99%
2018
99%
2017
100%
2017
99%
2016
96%
2016
100%
2015
99%
2014
100%
2014
100%
2013
99%
2013
100%
2012
98%
2012
96%
2011
96%
2011
97%
2019
99%
2017-2018
99%
2017-2018
100%
2017-2018
100%
2017-2018
98%
2015-2016
98%
2015-2016
100%
2015-2016
100%
2015-2016
97%
2015
100%
2015
100%
2014
100%
2014
100%
2014
100%
2014
100%
2011-2012
100%
2011-2012
100%
2011-2012
100%
2011-2012
100%
2017-2018
100%
2015-2016
100%
2013-2014
100%
2011-2012
96%
2011-2012
96%
2011
90%
2018
90%
2016
97%
2014
100%
2013-2014
100%
2013-2014
100%
2013
100%
2013
100%
2012
100%
2012
61%
2011
61%
2011
100%
2013-2014
93%
2017-2018
85%
2015-2016
95%
2014
94%
2011-2012
100%
2011
78%
2013
78%
2013
98%
2013
98%
2013
66%
2012
66%
2012
81%
2012
81%
2012
0%
2011
91%
2011
91%
2011
81%
2011
81%
2011
66%
2011-2012
96%
2012
80%
2019
70%
2017-2018
70%
2017-2018
73%
2015-2016
73%
2015-2016
75%
2015
83%
2014
80%
2014
80%
2013-2014
80%
2013-2014
70%
2013
85%
2011-2012
85%
2011-2012
90%
2011
90%
2011
44%
2017
100%
2016
27%
2015
58%
2014
50%
2013
36%
2012
33%
2011
66%
2011-2012
16%
2011-2012
77%
2019
84%
2013-2014
95%
2011-2012
20%
2013-2014
17%
2011-2012
100%
2019-2020
100%
2019-2020
100%
2017-2018
100%
2017-2018
100%
2015-2016
100%
2015-2016
0%
2018
100%
2019-2020
89%
2019-2020
89%
2019-2020
83%
2013-2014
100%
2011-2012
3%
2017-2018
3%
2017-2018
7%
2015
0%
2013
0%
2012
0%
2015-2016
0%
2015-2016
0%
2015
0%
2014
0%
2013
11%
2011-2012
11%
2011-2012
3%
2011
18%
2015-2016
18%
2015-2016
10%
2015
29%
2014
29%
2013-2014
29%
2013-2014
25%
2013
31%
2011-2012
31%
2011-2012
100%
2006-2012
100%
2006-2012
100%
2013-2014
71%
2011-2012
100%
2008-2011
100%
2008-2011
0%
2014
97%
2019
99%
2017-2018
99%
2017-2018
100%
2017-2018
100%
2017-2018
100%
2015-2016
100%
2015-2016
98%
2015-2016
98%
2015-2016
100%
2015
97%
2015
100%
2014
100%
2014
100%
2014
100%
2014
100%
2011-2012
100%
2011-2012
100%
2011-2012
100%
2011-2012
100%
2012
100%
2012
95%
2011
95%
2011
85%
2015-2016
95%
2014
94%
2011-2012
100%
2011
82%
2011
82%
2011
97%
2013-2014
97%
2011-2012
84%
2016
88%
2015
89%
2013
87%
2012
88%
2011
87%
2013
100%
2013
74%
2013
88%
2018
98%
2017
96%
2017
96%
2016
95%
2016
99%
2015
96%
2015
100%
2013
96%
2013
93%
2011
0%
2017
8%
2012
18%
2011
18%
2011
5%
2019-2020
5%
2019-2020
11%
2019-2020
11%
2019-2020
5%
2019-2020
5%
2019-2020
5%
2015
5%
2015
4%
2013-2014
4%
2013-2014
4%
2013-2014
4%
2013-2014
8%
2013-2014
8%
2013-2014
8%
2013-2014
8%
2013-2014
100%
2011-2012
100%
2011-2012
20%
2013-2014
17%
2011-2012
25%
2013-2014
25%
2013-2014
22%
2013
0%
2012
0%
2017-2018
0%
2017-2018
44%
2017
100%
2016
27%
2015
58%
2014
50%
2013
36%
2012
33%
2011
91%
2018
91%
2018
97%
2017
97%
2017
92%
2016
92%
2016
100%
2015
100%
2015
100%
2014
100%
2014
98%
2019-2020
21%
2015-2016
21%
2015-2016
19%
2015
19%
2015
17%
2013-2014
17%
2013-2014
0%
2013-2014
20%
1990-2016
60%
1990-2014
100%
2015-2016
100%
2015-2016
100%
2015
90%
2014
90%
2013
83%
2012
100%
2012
75%
2011
93%
2010
0%
2014
0%
2011