What is Invisalign?
Invisalign is the modern approach to straightening teeth and creating a perfect smile!
Invisalign is a wireless, non-metal, smooth and comfortable, almost invisible method of straightening your teeth. Invisalign utilizes a gradual process of shifting teeth into the optimum position, with the least inter fence into your daily life so that you attain the perfect smile you have always dreamed!
Some things are just personal!
With Invisalign, no one has to know!
- Kids and teens spend more time doing what they enjoy!
- No wires and no wire adjustments means office visits are easier, less discomfort, and are less time consuming.
- Invisalign aligners can be easily removed for eating, brushing, and flossing meaning fresher breath and better oral hygiene.
How much for Invisalign?
It takes a free consultation for Dr. Peter Zwier to give you an estimate of the cost.
Typically the cost is $4400, but depending on your case and the options you choose, our patients are eligible for rebates and discounts of up to $1100 off that price. Does insurance cover Invisalign? Yes. Any insurance plan that covers orthodontics will cover Invisalign.
Who is the most trusted?
Dr. Peter Zwier has been perfecting smiles utilizing the Invisalign method for years.
Dr Peter Zwier and his staff of professionals are the experienced team you want and need for your perfect smile! Dr. Peter Zwier is a leading area provider for the invisalign procedure and has been instrumental in helping many people like yourself find the joy of a beautiful smile.
Contact us for your FREE Invisalign Consultation
Your FREE consultation has two primary purposes. First, to determine if Invisalign is the BEST path to a perfect smile. Second is your opportunity to meet Dr Peter Zwier and his staff. Your total comfort with your smile professionals is paramount to a great final outcome. “Your perfect smile and complete comfort with our professionals and all the necessary procedures is essential for a successful experience and perfect smile.” Dr Peter Zwier