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Award-Winning Private Calculus Tutoring in Plantation, FL

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Private In-Home and Online Calculus Tutoring in Plantation, FL

Receive personally tailored 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 Calculus Tutors

Plantation, FL Calculus tutoring
We reviewed concepts in exponential and logarithmic functions and applied them to practice problems on the review packet.
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Plantation, FL Calculus tutoring
We began reviewing and extensively practicing how to rearrange between the slope intercept formula to the standard formula and v.v. In addition, we graphed the linear equations and identified slope, y and x intercepts. The student is showing strong progress.
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Plantation, FL Calculus tutoring
We went over compound interest today. It was pretty difficult, but the student did well. We also did a lesson on extinct/endangered animals for life science. Good work!
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Plantation, FL Calculus tutoring
We went through the student's online homework, which mostly concerned using the power, product, and quotient rules. We ran into a couple of really hard problems, but got through them with a good idea of how to conquer them in the future. We're meeting again Thursday morning, so we'll make sure everything is comfortable then.
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Plantation, FL Calculus tutoring
In our first session, we went over the shortcuts for figuring out challenging derivative functions. These include: product rule, quotient rule, and the rules for a function within a function. We also went over some important conceptual ideas about why derivatives are useful and how we can see them visually. Overall, I think the session was very productive and insightful. The student is a passionate student, and I look forward to working with her.
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Plantation, FL Calculus tutoring
After introducing ourselves, we dove straight into homework which dealt mostly with taking the derivative of various trig functions. The student had a good grasp on most of the topics covered, but we spent some time discussing how to apply the product rule to find the derivative of squares in absence of the chain rule and what it means for a function to have a horizontal tangent. We also discussed some of the descriptors that can be applied to trig functions, especially as used in problems involving particles.
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