Are you curious about basic fundamental mathematics? Do you want to gain a deeper understanding of what you can learn and how it forms the foundation for more advanced mathematical concepts in the future? Well, this presentation gives the basic foundations of mathematics, learned by 8th Grade Students.
🔷 Lines and Angles: Learn about lines and angles as we discuss acute, obtuse, right, and straight angles. Learn about complementary and supplementary angles, and learn how to bisect angles and identify perpendicular lines.
🔷 Volume and Surface Area: Go into the world of three-dimensional shapes and learn how to measure their space and surface. From cubes to cylinders, we will guide you through calculating volume and surface area.
🔷 Equations: Master the art of equations, where symbols become the language of equality. Solve linear and quadratic equations with ease, and explore systems of equations. Get acquainted with the world of variables, coefficients, and constants.
🔷 Pythagorean Theorem: Understand right triangles through the Pythagorean Theorem. Learn how this fundamental principle can help you find missing side lengths and solve practical problems involving distances and lengths.
🔷 Trigonometry: Explore trigonometric functions like sine, cosine, and tangent, and understand their applications in navigation, engineering, and physics.
Whether you're a student or just interested in geometry, this presentation is what you need.
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3. Lines and Angles
- Involve the study of straight lines
and the relationships between them.
- Identifies different types of angles and
understanding angle measures, as well as
exploring concepts like complementary and
supplementary angles, and perpendicular lines.
4.
5. Volume and Surface
Area
- Deals with the measurement
of three-dimensional objects.
- Calculates the amount of space
enclosed by 3D shapes (volume) and
the total area covering their surfaces
(surface area).
6.
7. Equations
- Uses variables to express the
equality of two mathematical expressions.
- Involves finding the values
of variables that make the
equation true.
- Includes the understanding of
the concepts of variables,
coefficients, constants, and other
functions.
8.
9. Pythagorean Theorem
- States that in a right
triangle, the square of the length
of the hypotenuse is equal to the
sum of the squares of the lengths
of the other two sides.
- Used to find missing side
lengths in right triangles and solve
various geometric problems
involving distances and lengths.
10.
11. Trigonometry
- Focuses on the relationships between the
angles and sides of
triangles.
- Includes the study of the trigonometric
functions such as sine, cosine, and tangent.
- Covers the unit circle,
trigonometric identities, and
applications in areas such as
navigation, engineering, and physics.
12.
13. Mathematics:
Geometry
Covers Fundamental Geometry Principles
Credits: THIS PRESENTATION TEMPLATE WAS CREATED BY SLIDESGO, AND
INCLUDES ICONS BY FLATICON, INFOGRAPHICS AND IMAGES BY FREEPIK, AND
INFORMATION BY WIKIPEDIA
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