CONCENTRIC CIRCLES CONCENTRIC CIRCLES ALL SHARE THE SAME CENTRE BUT HAVE DIFFERENT RADII (DISTANCE FROM THE CIRCLE CENTRE TO ITS OUTER EDGE) SO THEY FIT INSIDE EACH OTHER.
GOLDEN RATIO The golden ratio is 1.618, represented by the Greek letter ‘phi’, is said to be is a mathematical connection between two aspects of an object
FRACTALS A FRACTAL IS A PATTERN THAT THE LAWS OF NATURE REPEAT AT DIFFERENT SCALES. EXAMPLES ARE EVERYWHERE IN THE FOREST. TREES ARE NATURAL FRACTALS, PATTERNS THAT REPEAT SMALLER AND SMALLER COPIES OF THEMSELVES TO CREATE THE BIODIVERSITY OF A FOREST.
PENTAGON IN NATURE A PENTAGON IS A GEOMETRICAL SHAPE, WHICH HAS FIVE SIDES AND FIVE ANGLES. HERE, “PENTA” DENOTES FIVE AND “GON” DENOTES ANGLE. THE PENTAGON IS ONE OF THE TYPES OF POLYGONS. THE SUM OF ALL THE INTERIOR ANGLES FOR A REGULAR PENTAGON IS 540 DEGREES.
HEXAGONS IN NATURE IN GEOMETRY, A HEXAGON IS A SIX-SIDED POLYGON OR 6GON. THE TOTAL OF THE INTERNAL ANGLES OF ANY SIMPLE HEXAGON IS 720°.
BILATERAL SYMMETRY BILATERAL SYMMETRY REFERS TO ORGANISMS WITH BODY SHAPES THAT ARE MIRROR IMAGES ALONG A MIDLINE CALLED THE SAGITTAL PLANE. THE INTERNAL ORGANS, HOWEVER, ARE NOT NECESSARILY DISTRIBUTED SYMMETRICALLY.
RADIAL SYMMETRY ROTATIONAL SYMMETRY, ALSO KNOWN AS RADIAL SYMMETRY IN GEOMETRY, IS THE PROPERTY A SHAPE HAS WHEN IT LOOKS THE SAME AFTER SOME ROTATION BY A PARTIAL TURN.
COUNTING BEES WHEN THE WORKER BEES GET OUT OF THEIR HIVES TO LOOK FOR FOOD, IT SEEMS LIKE THEY ALWAYS KNOW THE CORRECT WAYS TO GET BACK TO THEIR PLACES, NO MATTER HOW TWISTY AND FAR THEY HAVE BEEN FROM THEIR HOME.