BUDDIES TANGENT AND SECANTS
OUR BEST BUDDIES TANGENT AND SECANTS
Now just get ready to unravel the secrets of the cosmos of tangents and secants .
We are going to uncover their secrets and plunge into the alluring notions of geometry.
You are welcomed to the kingdom of circles which are flawlessly circular statistics .
visualize these circles as our best friends . then tangents and secants would be their
closest companions. These are the chief characters in the alluring tales of geometry .
this information will make your concepts completely clear. We will explain all the
concepts of geometry in quite a simple way that anyone can understand . Get ready
to lighten up your math work and the universe.BUDDIES TANGENT AND SECANTS
PRIMARY CIRCLE CONCEPTS
To get used to with tangents and secants we must revive our recollection on a few primary
concepts of circles . There are some circle basics which are given as;
Circumference
Diameter
Radius
Chord BUDDIES TANGENT AND SECANTS
CIRCUMFERENCE
It is the distance of the boundary of the circle.
RADIUS
It is the half of the diameter
CHORD
it is defined as the straight line that connects two point on the circumference.
BUDDIES TANGENT AND SECANTS
Diameter
is defined as the straight line that passes through the center of the circle.
BUDDIES TANGENT AND SECANTS
TANGENTS
If you want to know about tangents visualize a tiny wasp that crosses a football at
only at only single point. On the other hand secant is defined as the straight line
that touches the circumference at a single point only.
The astonishing reality of tangents is that they always remain at 90 degrees to radius at their point of contact.
In other words , it should form a perfect L shaped figure. Tangents are captivating .
These are used in every field , in designing a curvaceous race track or designing
magnificent cupola and to study about different moving objects in the universe.
Secant is defined as the straight line that cuts the circumference into two
definite points. We can say that if a chord of the circle is extended on both
sides it becomes secant . It is called so because it is derived from Latin
word sicario which means to cut. sec =COS It is called secant formula .
There are clear cut differences between tangents and secants. In trigonometry
secant is opposite of the cosine . In computations secants help as to
understand the help as to understand the rates of changes and estimation.
The secants also have many uses in our daily life .
They are used in designing bridges , fly oculus and to study the motion of planets in the universe
CONCLUSION
So these are not only involved in trigonometry but are also involved in our daily
life from skyscrapers, fly-overs and celestial motion of stars and planets.
understanding them is just like finding a magical key to open the pandora’s
box of geometry. keep on exploring and studying the awes and wonders of geometry.
