Calculus Courses

Yes. You can start learning calculus on Coursera for free in two ways:

1. Preview the first module of many calculus courses at no cost. This includes video lessons, readings, graded assignments, and Coursera Coach (where available).
2. Start a 7-day free trial for Specializations or Coursera Plus. This gives you full access to all course content across eligible programs within the timeframe of your trial.

If you want to keep learning, earn a certificate in calculus, or unlock full course access after the preview or trial, you can upgrade or apply for financial aid.‎

To learn calculus, start by reviewing algebra and trigonometry concepts. Then, explore online courses or textbooks that introduce calculus topics step-by-step. Practice regularly by solving problems and applying concepts to real-life situations. Engaging with study groups or forums can also enhance your understanding and provide support.‎

Typical topics covered in calculus courses include limits, derivatives, integrals, and the Fundamental Theorem of Calculus. Students often explore applications of calculus in various fields, such as physics and economics, and learn techniques for solving complex problems. Advanced courses may also introduce multivariable calculus and differential equations.‎

For training and upskilling employees, courses like Applied Calculus with Python and Calculus through Data & Modeling: Applying Differentiation can be particularly beneficial. These courses focus on practical applications of calculus in data analysis and modeling, making them suitable for professionals looking to enhance their skills.‎

Calculus overlaps with several areas learners often explore next:

• Trigonometry courses: functions and identities that calculus problems rely on heavily
• Differential equation courses: applying derivatives and integrals to model changing systems
• Matrix algebra courses: the linear algebra that pairs with calculus in advanced math
• Real analysis courses: the rigorous proofs behind limits, continuity and integration
• Probability courses: where integrals are used to work with continuous distributions‎