A parabola is a U-shaped plane curve which is mirror-symmetrical
Patterns of pendulum movement
A pendulum is an object suspended from a pivot point, moving back and forth in a regular, repeating pattern
Curved line
A curved line is a line that is not straight but rather follows a curved path
The family of conic sections
The family of conic sections consists of four types of curves that can be obtained by taking cross-sections of a cone
Ruled surface
A ruled surface in mathematics is a surface that can be generated by moving a straight line along a curve
Mathematical figures and formulas
There are many different shapes in geometry, each with its own set of properties and formulas for calculating them
Life of Pi
Pi, denoted by the symbol π, is a mathematical constant approximately equal to 3.14159
GIGANTIC,INVISIBLE TRIANGLES
Uses pythogorous theorem
CIRCUMSCRIBING A CIRCLE ABOUT A TRIANGLE USING THE GEOMETRY APPLET
CIRCUMSCRIBING A CIRCLE ABOUT A TRIANGLE USING THE GEOMETRY APPLET
Throwing you some curves
The concept of curves and straight lines
Arbelos
An Arbelos is a geometric shape formed by three semi-circles
TILING WITH SPIDRONS
Spidrons are geometric shapes that can be used for tiling patterns
Surface area and volume
The total exposed area and amount of space
Water hose experiment
A water hose experiment is a scientific or educational activity that involves conducting experiments or demonstrating principles using a water hose
Juice box Geometry
Geometry is the study of how to use math to describe and investigate different points, lines, and shapes.
Play-doh math
Play-Doh was invented in the 1950s as a modeling compound for use in art and craft projects
Shape changing with cyber-squad
Cybersquad's shape-changing powers can be a fun and engaging way for children to explore and learn about geometry and spatial reasoning
Estimation and Population Size
Estimation is the process of using available information to make informed guesses about the value of a quantity
Frequency of outcomes in a small number of trials
Different possible occurances
Fastest way to solve a rubik's cube
The maximum number of moves required to solve a Rubik's Cube is 20
LOGARITHMS EXPLAINED WITH TREES
A logarithm is a mathematical function that expresses the power to which a number (the base) must be raised in order to produce a given value
CALCULAS EXPLAINED WITH MOVING BODIES
Calculus is a branch of mathematics that deals with the study of rates of change and accumulation of quantities.
Sets and their functions
Sets and functions are two fundamental concepts in mathematics, and they are closely related to each other.
Series by progression
A series by progression is a sequence of numbers, where each number is determined by a specific rule or progression
SHAPES AND VOLUMES
Shapes and volumes are fundamental concepts in mathematics and geometry
Formation of Shapes
he formation of shapes in mathematics typically involves the use of mathematical concepts such as points, lines, and angles
Trigonometry in day to day life
Trigonometry - measuring height of a building
DIFFERENT SHAPES BUT ALL HAVE THE SAME VOLUME
Different shapes can have the same volume if they have the same dimensions
STATISTICS IN REAL LIFE
Statistics is a method of conducting a study about a particular topic by collecting, organizing, interpreting and finally presenting the data.
VISUALIZING ALGEBRA
Algebra is a branch of mathematics that deals with mathematical symbols and the rules for manipulating those symbols to solve equations
Representing set-theoretical operations using Venn diagrams
Venn diagrams are a useful tool for representing set-theoretical operations, such as unions, intersections, and complements
Distributive properties of set operations
The distributive properties of set operations refer to the way that certain set operations can be distributed over other set operations
HOW TO CALCULATE THE NUMBER OF SUBSETS IN A GIVEN SETS
A set is a collection of distinct objects or elements.
TO IDENTIFY A RELATION AND FUNCTION
Relations and functions are fundamental concepts in mathematics and are used to model various real-world scenarios.
RELATIONSHIP BETWEEN COMMON LOGARITHMS AND NATURAL LOGARITHMS
Common logarithms and natural logarithms are both types of logarithms, which are mathematical functions
Relationship between degree measures and radian measures of angle
An angle is a geometric figure formed by two rays, called the sides of the angle, that share a common endpoint, called the vertex of the angle
Understanding the combination of a factorial
The combination of a factorial is a mathematical concept used to determine the number of ways that a certain number of objects can be selected from a larger set of objects without regard to their order
How many words can be formed with or without repetition
The number of words that can be formed with and without repetition is related to the number of possible arrangements of letters from a given set.
Distinguish between different functions through an activity
Activity that can help distinguish between different functions in math
Determining trigonometric functions
Trigonometric functions describe the relationship between the sides and angles of a right triangle. There are six trigonometric functions
