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Home > Calculus calculators > Find the values of all six trigonometric functions for the given angle theta calculator
Method and examples
Find the values of all six trigonometric functions for the given angle theta
Method
1. Simplifying trigonometric equations, proving identities
Expression
 
  1. `sin^2(30)*cos^2(60)`
  2. `sin(30)*cos(60)+sin(30)*cos(60)`
  3. `sin(30)*csc(30)-sin(60)*csc(60)`
  4. `2sin^2(30)*3cos^2(60)`
  5. `(2tan(60))/(1+tan^2(60))`
  6. `(3sec(60)+2tan(45)+csc(30))/(sin^2(60)+cot^2(45))`
  7. `(3sec(60)+2tan(45)+csc(30))(sin^2(60)+cot^2(45))`
  8. `sin(30)*cos(45)*tan(60)=sin(45)*cos(60)*cot(30)`
  9. `tan(45)*sec(72)*sin(58)=cos(32)*csc(18)`
  10. `sin^2(34)-cot^2(46)-cos^2(56)+tan^2(44)=sec^2(62)-csc^2(28)`
  11. `sin^2(50)+sin^2(40)=1`
  12. `sin(35)*sec(55)-cos(55)*csc(35)=tan(25)-cot(65)`
  13. `2sin(30)+2tan(45)-3cos(60)-2cos^2(30)=0`
  14. `2sec^2(x)-2`
  15. `sin(x)sec(x)`
  16. `sin(x)cot(x)`
  17. `cot(x)sin(x)`
  18. `tan(x)+cot(x)`
  19. `cos(x)+cot(x)`
  20. `tan(x)sin(x)+cos(x)`
  21. `cot^4(x)+cot^2(x)`
  22. `cos^2(x)csc^2(x)-cos^2(x)`
  23. `tan^2(x)-sin^2(x)`
  24. `(csc(x)-sin(x))(sec(x)-cos(x))`
  25. `(tan(x)+cot(x))(sec(x)-cos(x))(csc(x)-sin(x))`
  26. `1+1/tan^2(x)`
  27. `csc(x)/cos(x)-cos(x)/sin(x)`
  28. `sec(x)/(2(tan(x)+cot(x)))`
  29. `(tan^2(x)-cot^2(x))/(sin^2(x)-cos^2(x))`
  30. `(tan^2(x)+cot^2(x))/(tan^2(x)-cot^2(x))`
  31. `(tan^2(x)-cot^2(x))/(tan^2(x)+cot^2(x))`
  32. `(3sin(x)+5cos(x))^2+(3cos(x)-5sin(x))^2`
  33. `(1+cos(x))/sin(x)+sin(x)/(1+cos(x))`
  34. `sin^2(x)cos(x)+sin^3(x)+cos^2(x)sin(x)+cos^3(x)`
  35. `(sin^4(x)-cos^4(x))/(sin^2(x)-cos^2(x))`
  36. `5cos^2(x)+2sin^2(x)`
  37. `2cos^2(x)+sin^2(x)`
  38. `(sin^4(x)+cos^4(x))`
2. Find the value of other five trigonometric functions or solve expression
If = in then
 
1. Find the value of other five trigonometric functions
2. Solve expression
  1. If `sin(x)=5/13` then find other trigonometry
  2. If `cos(x)=12/13` then find other trigonometry
  3. If `tan(x)=5/12` then find other trigonometry
  4. If `csc(x)=13/5` then find other trigonometry
  5. If `sec(x)=13/12` then find other trigonometry
  6. If `cot(x)=12/5` then find other trigonometry
  1. If `sin(x)=3/5` then solve `cos(x)csc(x)+tan(x)sec(x)`
  2. If `tan(x)=1/2` then solve `(1-tan^2(x))/(1+tan^2(x))+(2tan(x))/(1+tan^2(x))`
  3. If `sin(x)=4/5` then solve `(1-sin(x))/cos(x)+cos(x)/(1-sin(x))`
  4. If `cos(x)=3/5` then solve `(1-sin(x))/cos(x)+cos(x)/(1-sin(x))`
3. Find the values of all six trigonometric functions for the given point P(x,y)
P(, )
  1. `(3,4)`
  2. `(15,8)`
  3. `(-8,6)`
  4. `(7,-24)`
4. The terminal side of `theta` is given by an equation `2x+y=0, x>=0`, find the values of all six trigonometric functions.
Equation = and
  1. `2x+y=0` and `x>=0`
  2. `3x+5y=0` and `x>=0`
  3. `y=1/2x` and `x<0`
  4. `sqrt(3)x+y=0` and `x<=0`
  5. `y=2x` and `sec(theta)>0`
  6. `y=1/6x` in Quadrant-3
5. Find the values of all six trigonometric functions for the given angle `theta`
`theta` =
  1. 225 deg
  2. 120 deg
  3. 330 deg
  4. 90 deg
Mode =
Decimal Place =
 


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