Medicared For All Logo

Jordan Backstrom in Ann Arbor, Michigan

Home Michigan Ann Arbor

Jordan Backstrom has Clinical Psychologist as his primary medical specialty. Their primary office is: 3135 S State St in Ann Arbor, Michigan.

They're a part of the: Cypress Counseling Center Pc medical group which has around 2 members. You can call their office at 734-369-3180 to schedule an appointment. They also accept the Medicare-approved amount as payment in full. They attended Sorry, his university is not listed and graduated in 2017 (around 7 years of experience). They are listed as doing telehealth appointments.


Jordan P Backstrom Office Phone and Directions

Jordan Backstrom
Cypress Counseling Center Pc
3135 S State St
Ann Arbor, Michigan 48108
734-369-3180


Patient Ratings
Please rate your experience with Jordan Backstrom below to help others make a more informed decision. Thanks!
Current Rating: Loading...

Phone: 734-369-3180


Enter a starting address:


Healthcare Info for Jordan Backstrom

Medical School: Sorry, his university is not listed
Graduation Year: 2017
The Primary Medical Specialty for Jordan Backstrom is listed as: Clinical Psychologist
Approximate Years of Experience: 7
PAC (PECOS ID)#: 5991066474
NPI #: 1124552708
NPI Created On: 04/20/2017
NPI Last Updated Listed as: 04/20/2017
Primary Taxonomy Code: 103TC0700X
License Number:
10520
Listed Gender: Male

Clinical Psychologist Professionals in Ann Arbor

2301 Packard St
Ann-arbor, MI

5340 Plymouth Rd
Ann-arbor, MI

5340 Plymouth Rd
Ann-arbor, MI

2101 Commonwealth Blvd
Ann-arbor, MI
Regents Of The University Of Michigan

1500 E Medical Ctr Dr
Ann-arbor, MI
Regents Of The University Of Michigan

455 E Eisenhower Pkwy
Ann-arbor, MI

Providers in Cypress Counseling Center Pc

1.Jordan Backstrom

3135 S State St
Ann Arbor Mi 48108-1653
Cypress Counseling Center Pc
Clinical Psychologist

2.Daniel Bingham

3135 S State St
Ann Arbor Mi 48108-1653
Cypress Counseling Center Pc
Clinical Psychologist

View all 2 members of Cypress Counseling Center Pc medical group