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Our interview process, stringent qualifications, and background screening ensure that only the best tutors in Fairview, NJ work with Varsity Tutors. To assure a successful experience, you’re paired with one of these qualified tutors by an expert director – and we stand behind that match with our money-back guarantee.
Skilled tutors develop lessons to meet your individual needs. One-on-one tutoring sessions are held at a time and location of your choosing.
About Fairview
Fairview is a borough located in Bergen County, New Jersey. It has a population of 13,800 and is part of the New York City Metropolitan Area. Residents who live in Fairview are approximately 10 miles from downtown Manhattan.
Students who live in Fairview are serviced by the Fairview Public School System, where they attend Cliffside Park High School, Bergen County Academies, or Bergen Tech. Want to feel more confident about your educational possibilities? With private tutoring in Fairview, you can receive the kind of test prep and instruction you need, whether it's in-home or online. To potentially improve your score on that important exam, take advantage of an online and in-person tutoring session with a Fairview tutor who is skilled in test prep for students at all levels.
Top tutors from Columbia and other respected universities serving the NYC metro area. 4.9/5.0 Satisfaction Rating*
Recent Tutoring Session Reviews
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"We reviewed the student's test on volume. We went over each problem that he got wrong. We practiced a test taking strategy to choose all answers that apply by figuring out all the answers. He did a variety of practice problems and built back up his confidence on volume. We will be using visual representations to multiply fractions. "
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"We continued working on slope/intercept problems. The student seems to be getting the hang of working with linear equations."
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"Today the student worked on the homework problems assigned from the book (about 28 of them) and some from a worksheet given by his teacher (about 10-12) problems. All exercises focused on the derivatives of trigonometric functions, mostly using the Chain Rule. However, in some cases, we had to use the Product Rule and the Quotient Rule. He did very well overall. There was only one area where he needed some explaining: it was when the angle of the trigonometric function had a "pie" exponent. After a couple of examples, he was able to take the derivative without any issues."
