Become a Full Master of Calculus 1 - Learn step by step

Course Overview

Skills and Knowledge Acquired:
This course will provide students with the skills and knowledge necessary to become a full master of Calculus 1. Students will learn the basics of Calculus 1 through animation, graphical and mathematical proofs, and hundreds of numerical practice problems with complete solutions. The lectures are designed to be appealing, fancy, fast, and efficient, making them a perfect choice for high school and college students. Through this course, students will acquire knowledge of functions, domains and ranges, inverse functions, vertical and horizontal line tests, ordered pair tests, graphing of functions, transformations of functions, parabolas, inverse parabolic functions, circles, centers and radii of circles, radians and degrees of circles, least squares methods, least square lines/regression lines, limits, continuity and discontinuity, asymptotes, holes, point-slope form of equations, slope-intercept form of equations, standard form of equations, tangent and normal lines, derivatives, chain rule, power rule, product rule, quotient rule, derivatives of trigonometric functions, inverse trigonometric functions, hyperbolic functions, inverse hyperbolic functions, composite functions, implicit differentiation, logarithmic and exponential rules, logarithmic and exponential differentiation, squeeze theorem, and modeling and solving equations.


Contribution to Professional Growth:
This course contributes to professional growth by providing a comprehensive overview of Calculus 1. It covers a wide range of topics, including functions, domain and range, inverse functions, graphing, transformations, parabolas, circles, least squares methods, limits, continuity and discontinuity, asymptotes, tangent and normal lines, derivatives, chain rule, power rule, product rule, quotient rule, trigonometric functions, inverse trigonometric functions, hyperbolic functions, inverse hyperbolic functions, composite functions, implicit differentiation, logarithmic and exponential rules, logarithmic and exponential differentiation, squeeze theorem, and modeling and solving equations. The course also includes videos, explanations, graphical and mathematical proofs, hundreds of numerical practice problems with complete solutions, and appealing, fancy graphic designs. This comprehensive overview of Calculus 1 provides students with the knowledge and skills necessary to succeed in high school and college, and can help them to develop the skills needed for professional growth.


Suitability for Further Education:
This course is suitable for preparing further education as it covers a wide range of topics related to calculus 1. It includes videos explanation with basics, graphical and mathematical proofs, hundreds of numerical practice problems with complete solutions, and animation to help students understand the content. The course also covers 42.5 hours of content, 59 sections, 370+ lectures, 327 areas, 325 figures and tables, and 556 solved numerical problems with complete solutions. Additionally, the lectures are appealing, fancy, fast, and take less time to walk students through the content. This makes it a perfect choice for students who take high school and college.