Skip to main content

Cos wave

 Here is an example of a cos wave 

consider x as theta (pi)

y = cos x , function for cos wave

plot data for x = [0, 45, 90, 180, 270, 360]

for  x =0 , y  = cos 0 = 1

x =45 , y =cos 45 = 0.707

x= 90 , y = cos 90 = 0

x = 180 , y  = cos 180  = -1

x = 270 , y = cos 270 = 0 

x = 360  , y= cos 360 = 1



so what is the use of this wave , when datas take the cos wave pattern

can be used to predict output for the inputs.

To understand more use calculator with scientific mode and check for the 

input x on the graph and the corresponding y graph value which is a cos function

it should  match .

Pattern are useful in machine learning problems ,for more check out the machine learning posts.

Comments

Popular posts from this blog

SHA-256 initial values

The simple workout to arrive at the initial values for sha-256 The first 32 bit of the fractional part of the sqroot (first 8 prime number 2-19) Alright what does it say  Sqrroot(prime)- Let’s say the first prime is 2 Sqroot(2)  = 1.414213562373095 Convert to hexadecimal- Since we are worried about the fractional part alone Converting the fractional part would be easy Fractional part- 0.414213562373095 Multiply the fractional part with 16 to arrive at hex 0.414213562373095*16= 6.62741699796952 0.62741699796952*16= 10.03867196751232 0.03867196751232*16=0.61875148019712 0.61875148019712*16=9.90002368315392 0.90002368315392*16=14.40037893046272 0.40037893046272*16=6.40606288740352 0.40606288740352*16=6.49700619845632 0.49700619845632*16=7.95209917530112 Resulting hexadecimal would be 6a09e667 which is  h0 := 0x6a09e667 Iam going to stop at the 8th iteration , why is that ? Since we are interested in 32 bit (8*4=32) Alright to make it clear  Convert hexade...

Running node in browser-https://stackblitz.com

 Here comes the web browser development for web apps you can run your node project in web and do development as well  please tryout the node or any other web development using  https://stackblitz.com/ https://stackblitz.com/ run your scripts in the terminal Import your project from git hub and enjoy web over web development. see you soon.