
Introduce basic math concepts for 8-9 graders in this introduction video, setting foundations for the course.
convert mixed numbers, proper fractions, and improper fractions; divide fractions by turning division into multiplication; add, multiply, and simplify using common denominators and long division.
Learn how to write numbers as products of prime factors and use them to find the greatest common factor and least common multiple for simplifying and adding fractions.
Master the order of operations, including parentheses and exponents, then apply left-to-right rules for multiplication, division, addition, and subtraction, plus sign and negative sign rules.
Explore exponential expressions, their base and exponent, and how to multiply identical bases by adding exponents, handle division via negative exponents, and apply basic rules.
Explore exponential expressions, including base and exponents, square roots, and evaluating expressions with parentheses to understand exponents such as three squared and four squared.
Plot a point on the coordinate plane using an x y pair, identify the x and y coordinates, and locate the origin along the x axis and y axis.
Plot a point on the coordinate plane using the x and y coordinates from the origin, moving five to the right and two up.
Plot points from a table of values on the coordinate plane, using x coordinates and y coordinates, starting at the origin, then draw a line through the plotted points.
We find the vertices of the trapezoid on the coordinate plane, then find the area.
We find the vertices of the trapezoid on the coordinate plane, then find the area.
Compute coordinates of trapezoid vertices A, B, C, D on the coordinate plane and determine side lengths, noting AB and CD are parallel.
Learn to find trapezoid side lengths on the coordinate plane using the Pythagorean theorem, forming right triangles and computing sides like the square root of five.
Graph the reflection of triangle ABC over the y axis by flipping its vertices across the y axis, turning A(2,2), B(4,2), C(4,5) into A'(-2,2), B'(-4,2), C'(-4,5).
Learn how bar, line, and pie graphs visualize real data, from summer activity choices to growth trends and lunch preferences, with hands-on and Excel plotting.
Watch the introduction video for basic math for 8th and 9th graders, presented with a Spanish caption to guide learners.
Learn to work with mixed numbers and improper fractions, convert between forms, add, multiply, and divide fractions using common denominators and reciprocals, and convert results back to mixed numbers.
Explore prime factorization by writing numbers as prime products, then use these primes to simplify fractions and find the greatest common factor and least common multiple.
Explore the order of operations, including parentheses, exponents, and the left-to-right rules for multiplication, division, addition, and subtraction, with sign handling and common notation.
Explore how exponential expressions use a base and exponent for repeated multiplication. Learn to add exponents when bases match and apply negative exponents to express reciprocals.
In this course, you will master math concepts that are essential to solving math at the high school level. This course consists of five video lectures: mixed number and improper fractions, prime factorization, order of operations and other rules on calculation, exponential expressions, and plotting points on the coordinate plane. Each video describes math concepts in detail using handwriting, narrations, and captions. Visuals with narrations will be easy to follow the instructions. These concepts are instructed in middle school math. However, I often see my students have ambiguous knowledge of them. In this course, I select topics with which my students tend to be confused. It is good for you to review those. Math videos include English and Spanish captions. Math terminology is a universal language. If you are comfortable learning math in your native language, first, learn in your language, then relearn in English. I recommend watching videos at your own pace. Once you understand basic math rules, it will become easier to solve math problems. Be aware that your math skills will improve when you get basic knowledge and have confidence in math. Don't rush to learn. Deep and accurate knowledge is good for math. The course will continue to grow. If you complete this course, you will receive information when the course expands.