Online Calculus Tutoring: Learn From the Nation’s Best Calculus Tutors

Calculus help from the country’s top tutors
Tailored calculus content and strategy tutoring
Calculus homework help 
Prepare for calculus class tests and AP exams
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Comprehensive Calculus Tutoring Packages and Pricing

Our personalized calculus programs reflect the varying needs of all ambitious high school students ready to excel.
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For 12 months

15 Hours

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15 Hours

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$1,095

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$5,200

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For 24 months

35 Hours

Dedicated
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Personalized Learning Plan
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Conceptual And Content Tutoring
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Homework Help
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35 Hours

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$2,275

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$7,000

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65 Hours

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Conceptual And Content Tutoring
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65 Hours

$3,900

Black Friday Sale
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$9,800

Starting at $78/mo with
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Dedicated
Private Tutor
Personalized Learning Plan
Weekly Preparation Schedule
Conceptual And Content Tutoring
Study Skills and Strategy Tutoring
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Tailored Assignments And Homework
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Black Friday Sale Price
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For 12 months

4 Hours/Month

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4 Hours/Month

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$309/Month

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$5,200

For 24 months

8 Hours/Month

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8 Hours/Month

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$579/Month

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$7,000

12 Hours/Month

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12 Hours/Month

$799/Month

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$9,800

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Calculus Topics We Tutor

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Limits and Continuity 

Limits intro
Estimating limits from graphs
Estimating limits from tables
Points, lines, & planes
Formal definition of limits (epsilon-delta)
Properties of limits
Limits by direct substitution
Limits using algebraic manipulation
Strategy in finding limits
Squeeze theorem
Types of discontinuities
Continuity at a point
Continuity over an interval
Removing discontinuities
Infinite limits
Limits at infinity
Intermediate value theorem

Derivatives: Definition and Basic Rules

Average vs. instantaneous rate of change
Secant lines
Derivative definition
Estimating derivatives
Differentiability
Power rule
Derivative rules: constant, sum, difference, and constant multiple
Combining the power rule with other derivative rules
Derivatives of cos(x), sin(x), 𝑒ˣ, and ln(x)
Product rule
Quotient rule
Derivatives of tan(x), cot(x), sec(x), and csc(x)

Derivatives: Chain Rule and Other Advanced Topics

Chain rule
More chain rule practice
Implicit differentiation
Curves and polygons
Implicit differentiation (advanced examples)
Differentiating inverse functions
Derivatives of inverse trigonometric functions
Strategy in differentiating functions
Differentiation using multiple rules
Second derivatives
Disguised derivatives
Logarithmic differentiation

Application of Derivatives

Meaning of the derivative in context
Straight-line motion
Non-motion applications of derivatives
Introduction to related rates
Solving related rates problems
Approximation with local linearity
L’Hôpital’s rule

Analyzing Functions

Mean value theorem
Extreme value theorem and critical points
Intervals on which a function is increasing or decreasing
Relative (local) extrema
Absolute (global) extrema
Concavity and inflection points intro
Analyzing concavity and inflection points
Second derivative test
Sketching curves
Connecting f, f', and f''
Solving optimization problems
Analyzing implicit relations
Calculator-active practice

Integrals

Accumulations of change introduction
Approximation with Riemann sums
Summation notation review
Riemann sums in summation notation
Defining integrals with Riemann sums
Fundamental theorem of calculus and accumulation functions
Interpreting the behavior of accumulation functions
Properties of definite integrals
Fundamental theorem of calculus and definite integrals
Reverse power rule
Indefinite integrals of common functions
Definite integrals of common functions
Integrating with u-substitution
Integrating using long division and completing the square
Integrating using trigonometric identities

Differential Equations

Differential equations introduction
Verifying solutions for differential equations
Sketching slope fields
Reasoning using slope fields
Separation of variables
Particular solutions to differential equations
Exponential models

Applications of Integrals

Average value of a function
Straight-line motion
Non-motion applications of integrals
Area: vertical area between curves
Area: horizontal area between curves
Area: curves that intersect at more than two points
Volume: squares and rectangles cross sections
Volume: triangles and semicircles cross sections
Volume: disc method (revolving around x- and y-axes)
Volume: disc method (revolving around other axes)
Volume: washer method (revolving around x- and y-axes)
Volume: washer method (revolving around other axes)
Calculator active practice
Regular Assignments
Regular assignments and worksheets help students learn and retain calculus topics.
Post-Session Feedback
Get high-level feedback on your progress with detailed post-session feedback.
Regular Recurring Tutoring
Regular tutoring sessions scheduled according to your needs and preferences.
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Receive Your Tutor’s Undivided Attention During Every Session

Our digital calculus tutoring programs are student-centered. Your sessions are always conducted privately, so you receive only the most relevant insights and support that regular classroom learning may not provide. Our delivery model keeps calculus tutoring accessible – we work around your schedule. 
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Individualized Calculus Tutoring Plans Built To Align With Your Needs

Every student is different. Our tutors are here to cater to the needs of every student, whether you’d prefer to meet three times weekly or twice a month. Our plans focus on the subject matter you need the most help with, whether it’s derivatives, integrals, or limits and continuity.

Reliable Calculus Coaching Flexible for All Students

We know you’re balancing extracurriculars, advanced coursework, and other responsibilities. We work around your availability to suit your needs, whether you want to meet three times a week or twice a month. Our sessions help reinforce and supplement what you learn as you strive for academic success.
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Stay Connected With Foundation Learning’s Progress Tracker

We make it easy for students, families, and tutors to stay aligned and on track. Our progress tracker helps families gauge their child’s progress as they advance through our program, showing them activities, tutor comments, relevant insights, and next steps.

Learn How Our Calculus Coaching Packages Lead To Student Success Stories

“My dream is to become a doctor, meaning I have to be proficient in math and science to make it happen. However, I didn’t feel very supported in my high school calculus course. Reaching out to Foundation Learning was a great choice, and I can’t wait to use what I’ve learned in the rest of my courses and in college!”
Read What Others Are Saying

Our High-Level Calculus Tutoring Programs Are Perfect For Students Who…

Need Help Laying a Solid Foundation

High school curriculums get tougher as students advance, leaving some students feeling stuck as they navigate new, challenging content. If you’re seeking more support, our tutors can help you catch up and reinforce the foundational calculus concepts you need to know.

Want to Make Learning More Enjoyable As They Reach For New Heights

Learning is more rewarding when you have the skills you need to understand new concepts. Your calculus tutor will help you learn invaluable math skills you’ll need to apply what you learn to new concepts and stay ahead of the curve.

Hone Calculus Skills To Ace Upcoming Tests

While programs center on teaching students valuable calculus concepts and skills, we also teach proven test-taking strategies. These skills are imperative to performing well in future calculus examinations.

FAQ's

If you have more questions about our calculus tutoring programs, we’re here to provide the answers.

Who are Foundation Learning calculus tutors?

Our calculus tutors have tutoring/teaching experience or have a degree in a mathematics-related discipline.

How does my family fit into the calculus tutoring process?

We welcome parent involvement in all our tutoring programs. Parents can monitor progress using our progress tracker. Here, they can check on activities you’ve completed, comments from your tutor, insights as you advance through the program, and next steps in future sessions.

How am I paired with a precalculus tutor?

Our tutors are all experts, but our matching process ensures you work with a tutor who fits your needs best. The information provided in your intake form gives us insight into your needs, goals, and preferences; these are the parameters we use to select your tutor.

Which calculus coaching package is best for me?

The best program is one that offers the support level you’re looking for. However, all our plans are personalizable to align with your needs and goals – we can help you select the right package if you’re unsure!

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