geometry in real life?

Question

To find the height of the tree?
and some more examples

Answer 1

To survey property lines, to design bicycle frames, hexagonal honeybee hives, framing a house, ... hell what is not geometry?

Answer 2

Tommy On A
Ship Of His
Caught All Herring

Tan = Opp/Adj
Sin = Opp/Hyp
Cos = Adj/Hyp

I always found that useful in real life. The height of a tree can be determined by triangulation. There are loads of examples on the net.

Answer 3

How about

In Games such as chess, pool,Soccer, Basketball, Baseball, Ice Shaking rings, Polo, And the Olympics,

In Nature

Flowers have both Pentagram and hexagons design
Shellfish uses the Golden Rectangle Ratio for their shells
Starfish the pentagram for it Star shape
the Conic Section is used for the orbits of Planets and ships
along with Optics such as lens and Reflectors

in Man made structures
the Circle for Gears and Wheel as well a houses, and storage places of things
the Square and the Rectangle for Machines and Buildings, and other thing s
the Triangle for building supports and cont ruction

In Music, the Golden Ratio are used the put String on Pianos, Harps and Guitars String as well as other musical instruments in used to design the theater and music Halls. and the write Music Scores with.

You will find Math anywhere, and everywhere - Math is more than numbers and 2 plus 2

You do find Mathematics in the darn st places said Donald Duck - Donald Duck in Math-magic land

Answer 4

To find the height of the tree in real life, put a stick rt angle to the ground. Wait till shadow of stick is equal to height of stick, make a mark of shadow of the tree.
The distance from the mark to the tree is then the height of tree.

Answer 5

The Geometric designs applied on some building interiors, exteriors, furnitures, etc. All had to do with size, shape, length, width, height and weight.

Answer 6

how steep your steps are