TEXTBOOKNOOK Reviews and Ratings

TEXTBOOKNOOK

Seller rating: (164) 93% *
Seller since June 2013
Seller Info
  • Ships From
  • Knoxville, TN
  • Shipping Method
  • Standard, Expedited
Seller Statistics
Positive Feedback (all-time) Order Confirmation Rate
93% 93%

TEXTBOOKNOOK Ratings & Buyer Feedback

Rating
Buyer Name
Buyer's School
Date
Yan Z
07/27/15
Leah W
07/22/15
Georgina S
06/30/15

Your book with more than I expected in the best condition thank you!

Umer R
06/18/15

Book shipped quickly, was well packed and lightly used, in good condition. Good seller.

Erika M
05/30/15

Beautiful condition and shipped in a timely manner. Will definitely be ordering all other books from this site!!!

Michelle W
05/25/15

The description for the book was exactly how it came. Also was shipped faster than expected

Dustin L
05/21/15

Quick shipping and no problems!

Kaitlin R
05/12/15

Received very quickly and just as described. Also, great price! My campus bookstore wanted twice as much for a used copy! I was thrilled to find a new copy from this seller for half the price!

Stacy G
05/07/15

Book was not in quite the shape I expected. It was a very used text.

Celenda G
04/30/15

Great price and quick shipping!

Susan M
04/13/15

Amazing. It was expedited properly and it came in PERFECT condition. Never been used and it was originally $340.00 anywhere where else so I got one heck of a deal! I suggest everyone uses this person!

KEVIN S
04/07/15

They did exactly as they advertised. I couldn't ask for anything more. 10/10 would buy again.

Oscar R
03/28/15

Arrived just in time. Thank you!

Cynthia A
02/09/15

Expedited service was Great!!! The book was in brand new condition just like it stated when I purchased it. Very pleased and will definitely purchase from here again.

Jonathon M
02/08/15

Book had weak binding, and some of the pages have light markings on them. Not exactly new, but was in fairly good condition. Would more than likely buy again if I couldn't find a better price somewhere else.

*This is the seller's all-time positive feedback score, calculated by the number of positive ratings / (positives + negatives)