During this course 2011 - 2012 MATHEMATICS is being taught for 4º ESO.

12 / 1 / 12 INVERSE TRIGONOMETRIC FUNCTIONS


IF YOU WANT TO LEARN MORE ABOUT TRIGONOMETRY YOU CAN NOT MISS INVERSE TRIGONOMETRIC FUNCTIONS.
AS YOU SEE, YOU HAVE TO PRACTISE ON WORKING WITH YOUR CALCULATOR.


20 / 12 / 11 SIMPLIFYING TRIGONOMETRIC EXPRESSIONS

 tg2x + 1 = sec2x     tg2x + 1 = sec2x    tg2x + 1 = sec2x   tg2x + 1 = cosec2x    tg2x + 1 = sec2x    tg2x + 1 = sec2x

TRY TO SIMPLIFY A TRIGONOMETRIC EXPRESSION AND, FIND OUT IF YOU ARE RIGHT!


 cotg2x + 1 = cosec2x     cotg2x + 1 = cosec2x    cotg2x + 1 = cosec2x   cotg2x + 1 = cosec2x    cotg2x + 1 = cosec2x

16 / 12 / 11 TRIGONOMETRY WORD PROBLEMS


A little boy is flying a kite. The string of the kite makes an angle of 30o with the ground. If the height of the kite is h = 15 m, find the length (in meters) of the string that the boy has used.

11 / 11 / 11 A QUESTION TO THINK ABOUT

  sin30=1/2 sin30=1/2 sin30=1/2 sin30=1/2 sin30=1/2 sin30=1/2 sin30=1/2 sin30=1/2 sin30=1/2 sin30=1/2 sin30=1/2
m

If x is a positive angle smaller than 180° and cos(x) = -1/3, then sin(x) =

  A) -2/3             B)
2√2 / 3            C) 8/9             D) -8/9             E) 4/9 

m
cos60=1/2 cos60=1/2 cos60=1/2 cos60=1/2 cos60=1/2 cos60=1/2 cos60=1/2 cos60=1/2 cos60=1/2 cos60=1/2 cos60=1/2

8 / 11 / 11 QUESTION OF THE WEEK


IS IT POSSIBLE THAT sin a>1?
 e

TFP

Trigonometric Functions Property - GeoGebra Hoja Dinámica

Trigonometric Functions Property TFP              

Move a in order to get different angle values.




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MJARCE, Creado con GeoGebra