Rhonda Schneider has Dermatology as her primary medical specialty. Their primary office is: 261 James St in Morristown, New Jersey.
They're a part of the: Dermatology Consultants Of Northern Jersey Llc medical group which has around 2 members. You can call their office at 973-993-1433 to schedule an appointment. They also accept the Medicare-approved amount as payment in full. They attended State University Of New York Downstate Medical Center and graduated in 1985 (around 39 years of experience). They are not listed as doing telehealth appointments, but this may have changed. It can't hurt to call and check. If anything it may encourage them to make them available if they are not currently.
Rhonda Schneider
Dermatology Consultants Of Northern Jersey Llc
261 James St
Morristown, New Jersey 07960
973-993-1433
Phone: 973-993-1433
Enter a starting address:
Medical School: State University Of New York Downstate Medical Center
Graduation Year: 1985
The Primary Medical Specialty for Rhonda Schneider is listed as: Dermatology
Approximate Years of Experience: 39
PAC (PECOS ID)#: 5890973085
NPI #: 1063404333
NPI Created On: 08/22/2005
NPI Last Updated Listed as: 06/29/2010
Primary Taxonomy Code: 207N00000X
License Number:
57081
Listed Gender: Female
Forms of insurance accepted by include, but are not limited to:
They are listed as accepting new patients.
Services and Procedures include:
182 S St
Morristown, NJ
Affiliated Dermatologists And Dermatologic Surgeons, P.a.
310 Madison Ave
Morristown, NJ
Schweiger Dermatology Pc
310 Madison Ave
Morristown, NJ
Schweiger Dermatology Pc
20 Community Pl
Morristown, NJ
182 S St
Morristown, NJ
Affiliated Dermatologists And Dermatologic Surgeons, P.a.
261 James St
Morristown, NJ
Dermatology Consultants Of Northern Jersey Llc
261 James St
Morristown Nj 07960-6348
Dermatology Consultants Of Northern Jersey Llc
Dermatology
261 James St
Morristown Nj 07960-6348
Dermatology Consultants Of Northern Jersey Llc
Dermatology
View all 2 members of Dermatology Consultants Of Northern Jersey Llc medical group