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Complete Math Courses & Video Lectures

Video lectures, example math problems worked out, and other pre-algebra resources.

The following lectures cover all of 1st year introductory Algebra at the high school level. The 1st year math, or freshman math, may also be called "introductory," "intro," "Algebra I," or even Elementary Algebra, all those expressions being equivalent, no pun intended.

Later if you continue to follow math, major courses covered in 2nd, 3rd or 4th years may be called "intermediate level courses" not to be confused with Intermediate Algebra (Algebra 2) which follows Elementary Algebra. For example, "intro vector analysis" or "intro to complex analysis" are actually intermediate level courses, for 2nd thru 4th year university students.

What follows in this short list are organized lecture sets covering introductory algebra presented by various professors from various major universities. These lecture sets and worked example problems collectively cover largely the same material, reorganized perhaps, but most importantly presented by different professors, each with his or her own style and wits. This is part of the same math sequence, math majors either take or are expected to take by their first year at University. Ideally this level of math should, not only be covered during high school, but should be mastered by the end of high school. Failing this, one would not be excluded from university, but it will cost more money and time to catch up.

The following lectures cover all of 1st year intermediate Algebra at the high school level. The 1st year math, or freshman math, may also be called "college," "inter," "Algebra II," or even Intermediate Algebra, all those expressions being equivalent, no pun intended.

Later if you continue to follow math, major courses covered in 2nd, 3rd or 4th years may be called "intermediate level courses" not to be confused with Intermediate Algebra (Algebra 2) which follows Elementary Algebra. For example, "intro vector analysis" or "intro to complex analysis" are actually intermediate level courses, for 2nd thru 4th year university students.

What follows in this short list are organized lecture sets covering intermediate algebra presented by various professors from various major universities. These lecture sets and worked example problems collectively cover largely the same material, reorganized perhaps, but most importantly presented by different professors, each with his or her own style and wits. This is part of the same math sequence, math majors either take or are expected to take by their first year at University. Ideally this level of math should, not only be covered during high school, but should be mastered by the end of high school. Failing this, one would not be excluded from university, but it will cost more money and time to catch up.

The following lectures and worked example problems on Geometry will span everything from high school geometry to 1st year university level geometry, as introductory level geometry. Other advanced geometry lecture sets will be placed in intermediate level math courses (2^nd - 4^th year classes with various pre-requisites) and math electives, below.

What follows in this short list are organized lecture sets covering introductory geometry presented by various professors from various universities and schools, each with his or her own style and wits. There may be some variation in content from one lecture set to another, depending on the video authors. In contrast to video lecture sets in Algebra 1 and Algebra 2, it would be worth more to watch all video sets in this subject to maximize coverage of the subject. This will be the case for both Geometry and Trigonometry. In later subjects, the content will be far better organized, much like in the Algebra 1 & Algebra 2 video lecture sets. This is part of the same math sequence, math majors either take or are expected to have taken by their first year at University. Ideally this level of math should, not only be covered during high school, but should be mastered by the end of high school. Failing this, one would not be excluded from university, but it may cost more money and time to catch up.