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Award-Winning Pre-Calculus Tutors in Wheeling, IL

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Private In-Home and Online Pre-Calculus Tutoring in Wheeling, IL

Receive personally tailored Pre-Calculus lessons from exceptional tutors in a one-on-one setting. We help you connect with in-home and online tutoring that offers flexible scheduling and your choice of locations.

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Session Summaries by Pre-Calculus Tutors

Pre-Calculus Tutoring review by Adrian in Wheeling, IL
We specifically covered topics that will be on her test (Law of Sines, Law of Cosines, vectors, and DeMoivre's Theorem). After a brief overview of the topics, we did some problems from her chapter test which included specific word problems. She understands the concepts pretty well, but just needs a bit more practice applying those concepts to word problems. Overall, the session was excellent.
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Pre-Calculus Tutoring review by MariaElena in Wheeling, IL
Today the student and I worked through application problems for exponential functions, i.e. A=Pe^(rt). When given a point, we practiced using logs to solve for r and t. She seemed to understand this topic well!
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Pre-Calculus Tutoring review by Taylor in Wheeling, IL
I worked with the student on sequences for an upcoming pre-calculus quiz. We worked through the problems. The student continues to absorb the content at a good rate.
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Pre-Calculus Tutoring review by Zain in Wheeling, IL
The student and I went over physics kinematics questions. After a few practice questions, he has a good grasp on them. We also went over some inequality solving questions. She understood how to do them for the most part, but needed some clarification.
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Pre-Calculus Tutoring review by Dina in Wheeling, IL
Today, we worked on some more half angle problems and finding the lengths and angles of a triangle using Pythagorean theorem and trigonometry. Then, we worked on word problems involving trigonometry. Overall, the student did a great job, but still needs to practice on drawing an accurate picture.
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Pre-Calculus Tutoring review by Parchelle in Wheeling, IL
We covered simplifying rational functions and angular/linear velocity. The student was mostly struggling on how to simplify the rational functions, but once it was explained to look at it as fractions that need the same denominator, she became proficient rather quickly.
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