Happy Thanks Giving

I hope you guys are eating alot of turkey, like me!

College...University.... 0=

What type of college will I like to go to will I am not positive? I am still thinking about it. However, one thing I am sure about is that I want to work in the medical field. And for that, I am going to need a lot of sciences. Well I was reading a website called nextSTEPmag.com and it give me nice information about some college and university to go to and how to major in Science, Nursing, or Bachelor of Science in Computer Science.

Grand Canyon University is a good place to get a Bachelor of Science in Nursing degree. The great things about this university is the hands on training, top quality health care simulations, low student-to-teacher ratio, and the undergraduate human dissection. Did you know that the average salary of nursing and health sciences is from $43,347 to $57,054.
About the Program: You can turn your associate in nursing into a Bachelor of Science in Nursing degree with Grand Canyon University’s RN to BSN program.
Sample Classes: Family centered health promotion, concepts in community and public health.
Sample careers: Registered nurse, ER registered nurse, or register nurse.


The nestStepmag.com also showed me an other hot career. That career is called Bachelor Science in Computer Science. For that career, you will need a lot of technology. If you pick this career, your average salary will be $62,000. The best place to go and get this career is at Neumont University in South Jordan, Utah.
About the Program: You will be work on Hands-no projects, students will master in demand technologies like Java and .Net.
Sample classes: Java, Net, multimedia game and entertainment systems, management of project teams
Sample careers: Software developer, IT manager, Interface designer, systems analyst
Did you know: Neumont university offers a professionally focused B.S in Computer Science that can be completed in 2 ½ years. In final year, students will build real software solutions for industry leaders such as IBM ,eBay, Nike and Microsoft. The nestStepmag.com said that 94% of Neumont University gradates accept jobs within three moths of graduation

Things I Understood =)

The Unit Circle
The Unit Circle is one of the things I learned will in my calculus class
* The first thing you need to know is that the "Unit Circle" is just a circle with a radius of 1. The center is put on a graph where the x axis and y axis cross



Like the radius is 1, you can get measure in sine, cosine and tangent

* When the angle, θ is 0°
cos=1, sin=0 and tan=0

* when θ is 90°
cos=0, sin=1 and tan is undefined

This is how the unit circle.

The another thing, I learned was the domain and range. The frist things I thing you should know is that most points, being a relationship between certain x's and certain y's, is a relation. The domain is all the x-values, and the range is all the y-values.

Here is a example of finding the domain and range:

• {(2, –3), (4, 6), (3, –1), (6, 6), (2, 3)}

Domain: {2, 3, 4, 6}
Range: {–3, –1, 3, 6}

I also learned the one-to-one function. A one to one function is a function in which every element in the range of the function corresponds with one and only one element in the domain.

Example of a one-to-one function:
{ (0,1) , (5,2), (6,4) }
Domain: 0, 5, 6
Range: 1,2, 4

Each element in the domain (0, 5, and 6) correspond with a unique element in the range. Therefore this function is a one-to-one function

EVEN AND ODD FUNCTIONS

DEFINITION OF EVEN AND ODD FUNCTIONS
Even functions
If you let f(x) be a real-valued function of a real variable. Then you will get a equation that has the follow: f(−x) = f(x) (for all the real number of x ).
Even function graphs are always symmetrical with the y-axis.
Examples of even functions are x^2, x^4, x^6, cos(x) [even function includes only even powers]

Example use the cos (x):
f(-x) = -cos7(-x)
-cos (-7x)
-cos7x
f(-x) = f(x)

Example of graphs for Even Functions:

Odd Functions Again, let f(x) be a valued function of a real variable. Then if f is odd you will get the following equation: f(-x) = -f(x) (for all real numbers of x).
The odd function's graph is always be symmetric to the origin. Examples of odd functions are x, x^3, x^9, sin(x) [odd function includes only odd powers]

Example use sin (x):
f(-x) = sin (-3x)
-sin(3x)
f(-x) = -f (x)

Examples of graphs for Odd Functions: