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Sin
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Repeat | Repeat | ||
frame; | frame; | ||
- | Until(key( | + | Until(key(_ESC)) |
End | End | ||
</pre> | </pre> | ||
- | Used in example: [[set_title]](), [[set_mode]](), [[write]](), [[draw_line]](), [[ | + | Used in example: [[set_title]](), [[set_mode]](), [[write]](), [[draw_line]](), [[sin]](), [[put_pixel]](), [[key]]() |
This will result in something like:<br /> | This will result in something like:<br /> |
Current revision
Contents |
[edit] Definition
FLOAT sin ( <FLOAT angle> )
Returns the sine of the specified angle.
This function performs a sine calculation on a certain angle and returns a value between -1 and 1.
[edit] Parameters
FLOAT angle | - Angle, in thousandths of degrees. i.e. 75000 = 75º |
[edit] Returns
FLOAT : The sine result of the specified angle.
[edit] Notes
The angle value used in this function should be in thousandths of degrees, as most angles within Fenix are.
To read about all aspects of trigonometry, you can click on Wikipedia's Trigonometric function page.
[edit] Example
Const screen_width = 320; screen_height = 200; screen_border = 15; End Global float value; End Process Main() Begin // Modes set_title("Sine Graph"); set_mode(screen_width,screen_height); // X axis for(x=1;x<=8;x++) write( 0, screen_border+x*(screen_width-screen_border)/8+3, screen_height-1, 8, itoa(x*360/8 )+"^" ); end draw_line(1,screen_height-screen_border,screen_width,screen_height-screen_border); // Y axis write(0,screen_border-1,20,5,"1"); write(0,screen_border-1,screen_height/2,5,"0"); write(0,screen_border-1,screen_height-20,5,"-1"); draw_line(screen_border,1,screen_border,screen_height-1); // Draw tangent for(angle=0;angle<360;angle++) value=sin(angle*1000)*(screen_height/2-20); put_pixel( screen_border+angle*(screen_width-screen_border)/360, screen_height/2-value, rgb(255,255,255) ); // screen_height/2-value because the screen's origin (0,0) is topleft instead of downleft. end Repeat frame; Until(key(_ESC)) End
Used in example: set_title(), set_mode(), write(), draw_line(), sin(), put_pixel(), key()
This will result in something like:
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Math Functions | |
• Abs() • Acos() • Asin() • Atan() • Cos() • Fget_angle() • Fget_dist() • Get_distx() • Get_disty() • Pow() • Rand() • Rand_seed() • Sin() • Sqrt() • Tan() • |