| 50301 |
Wandle in die trigonometrische Form um |
sin(2theta) |
|
| 50302 |
Solve for x in Radians |
sin(x)=-1/2 |
|
| 50303 |
제III사분면에서의 다른 삼각함수 값 구하기 |
cos(theta)=-4/5 |
|
| 50304 |
제II사분면에서의 다른 삼각함수 값 구하기 |
sin(theta)=1/2 |
|
| 50305 |
Solve for θ in Degrees |
sin(theta)=0 |
|
| 50306 |
제II사분면에서의 다른 삼각함수 값 구하기 |
cos(theta)=-3/5 |
|
| 50307 |
Rechne von Radiant in Grad um |
5/6pi |
|
| 50308 |
제II사분면에서의 다른 삼각함수 값 구하기 |
sin(theta)=12/13 |
|
| 50309 |
Solve for x in Radians |
tan(x)=-1 |
|
| 50310 |
Solve for θ in Degrees |
tan(theta)=-( Quadratwurzel von 3)/3 |
|
| 50311 |
Solve for θ in Degrees |
sin(theta)=-1 |
|
| 50312 |
제II사분면에서의 다른 삼각함수 값 구하기 |
cos(theta)=-12/13 |
|
| 50313 |
Solve for θ in Degrees |
cos(theta)=-1 |
|
| 50314 |
Solve for θ in Degrees |
tan(theta)=0 |
|
| 50315 |
Solve for θ in Radians |
tan(theta)=( Quadratwurzel von 3)/3 |
|
| 50316 |
Solve for θ in Degrees |
cos(theta)=1 |
|
| 50317 |
Wandle in die trigonometrische Form um |
csc(theta) |
|
| 50318 |
Solve for x in Radians |
sin(x)=( Quadratwurzel von 3)/2 |
|
| 50319 |
Wandle in die trigonometrische Form um |
sec(theta) |
|
| 50320 |
Solve for x in Radians |
2cos(x)^2-1=0 |
|
| 50321 |
Rechne von Radiant in Grad um |
( Quadratwurzel von 3)/3 |
|
| 50322 |
Wandle in die trigonometrische Form um |
cos(theta)^2 |
|
| 50323 |
Solve for x in Radians |
cos(x)^2-1=0 |
|
| 50324 |
Solve for θ in Degrees |
cot(theta)=1 |
|
| 50325 |
Wandle in die trigonometrische Form um |
sec(x)^2 |
|
| 50326 |
제IV사분면에서의 다른 삼각함수 값 구하기 |
sin(theta)=-4/5 |
|
| 50327 |
Solve for θ in Degrees |
csc(theta)=2 |
|
| 50328 |
Wandle in die trigonometrische Form um |
cot(theta) |
|
| 50329 |
제IV사분면에서의 다른 삼각함수 값 구하기 |
cos(theta)=3/5 |
|
| 50330 |
Solve for θ in Radians |
sin(theta)=0 |
|
| 50331 |
Solve for θ in Degrees |
sec(theta)=2 |
|
| 50332 |
Rechne von Radiant in Grad um |
4/3pi |
|
| 50333 |
Solve for x in Radians |
cos(x)=( Quadratwurzel von 3)/2 |
|
| 50334 |
Solve for x in Radians |
cos(x)=1 |
|
| 50335 |
Bestimme den modulo 2π gleichen Winkel |
-(9pi)/4 |
|
| 50336 |
Solve for θ in Degrees |
csc(theta)=(2 Quadratwurzel von 3)/3 |
|
| 50337 |
Solve for x in Radians |
cos(x)=-1 |
|
| 50338 |
제III사분면에서의 다른 삼각함수 값 구하기 |
sin(theta)=-( Quadratwurzel von 3)/2 |
|
| 50339 |
Solve for x in Radians |
2sin(x)^2-1=0 |
|
| 50340 |
Solve for x in Radians |
sin(x)=1 |
|
| 50341 |
Solve for x in Radians |
4sin(x)^2-1=0 |
|
| 50342 |
Solve for x in Degrees |
tan(x)=1 |
|
| 50343 |
Solve for x in Radians |
tan(x)=0 |
|
| 50344 |
Rechne von Radiant in Grad um |
180/pi |
|
| 50345 |
Bestimme den modulo 2π gleichen Winkel |
-225 Grad |
|
| 50346 |
Solve for θ in Radians |
sin(theta)=-1 |
|
| 50347 |
Solve for x in Radians |
sin(x)=-1 |
|
| 50348 |
Solve for x in Degrees |
cos(x)=-1/2 |
|
| 50349 |
Wandle in die trigonometrische Form um |
cos(2theta) |
|
| 50350 |
Ermittele den Kotangens bei gegebenem Punkt |
(( Quadratwurzel von 3)/2,1/2) |
|
| 50351 |
Wandle in die trigonometrische Form um |
sin(theta)^2 |
|
| 50352 |
제IV사분면에서의 다른 삼각함수 값 구하기 |
cos(theta)=4/5 |
|
| 50353 |
Ermittele den Kotangens bei gegebenem Punkt |
(( Quadratwurzel von 2)/2,( Quadratwurzel von 2)/2) |
|
| 50354 |
Solve for θ in Radians |
cos(theta)=0 |
|
| 50355 |
Solve for θ in Radians |
sec(theta)=2 |
|
| 50356 |
Solve for x in Degrees |
sin(x)=0 |
|
| 50357 |
Solve for θ in Radians |
tan(theta)=-( Quadratwurzel von 3)/3 |
|
| 50358 |
Rechne von Radiant in Grad um |
Quadratwurzel von 3 |
|
| 50359 |
Solve for θ in Radians |
cos(theta)+1=0 |
|
| 50360 |
Wandle in die trigonometrische Form um |
tan(x)^2 |
|
| 50361 |
Solve for θ in Radians |
Quadratwurzel von 3cot(theta)-1=0 |
|
| 50362 |
Solve for θ in Degrees |
cot(theta) = square root of 3 |
|
| 50363 |
Rechne von Radiant in Grad um |
1/4pi |
|
| 50364 |
Rechne von Radiant in Grad um |
pi/4rad |
rad |
| 50365 |
Solve for θ in Radians |
cot(theta)=1 |
|
| 50366 |
Solve for θ in Degrees |
csc(theta) = square root of 2 |
|
| 50367 |
Solve for θ in Radians |
tan(theta)=0 |
|
| 50368 |
Expandiere mithilfe von Summen-/Differenzformeln |
sin(A+B) |
|
| 50369 |
Bestimme die Länge von c |
tri{4}{}{}{45}{}{90} |
|
| 50370 |
제II사분면에서의 다른 삼각함수 값 구하기 |
cos(theta)=-( Quadratwurzel von 3)/2 |
|
| 50371 |
Solve for θ in Radians |
sin(theta)=1 |
|
| 50372 |
Rechne von Grad nach Radiant um |
30deg |
degrees |
| 50373 |
제III사분면에서의 다른 삼각함수 값 구하기 |
tan(theta)=3/4 |
|
| 50374 |
Solve for θ in Radians |
cos(theta)=1 |
|
| 50375 |
제IV사분면에서의 다른 삼각함수 값 구하기 |
sin(theta)=-12/13 |
|
| 50376 |
Wandle in die trigonometrische Form um |
sec(theta)-cos(theta) |
|
| 50377 |
Solve for θ in Degrees |
tan(theta)=3/4 |
|
| 50378 |
Solve for x in Radians |
cos(x)=( Quadratwurzel von 2)/2 |
|
| 50379 |
Solve for θ in Degrees |
sin(theta)=1 |
|
| 50380 |
제II사분면에서의 다른 삼각함수 값 구하기 |
tan(theta)=-4/3 |
|
| 50381 |
Solve for x in Degrees |
sin(x)=-1/2 |
|
| 50382 |
Bestimme die Länge von a |
tri{}{}{}{}{}{} |
|
| 50383 |
Solve for x in Radians |
tan(x)=- Quadratwurzel von 3 |
|
| 50384 |
Rechne von Grad nach Radiant um |
150deg |
degrees |
| 50385 |
제II사분면에서의 다른 삼각함수 값 구하기 |
tan(theta)=- Quadratwurzel von 3 |
|
| 50386 |
Solve for x in Degrees |
tan(x)=-1 |
|
| 50387 |
Solve for x in Degrees |
cos(x)=( Quadratwurzel von 3)/2 |
|
| 50388 |
Solve for x in Degrees |
cos(x)=0 |
|
| 50389 |
Solve for θ in Degrees |
cot(theta)=( Quadratwurzel von 3)/3 |
|
| 50390 |
Ermittele den Kosekans bei gegebenem Punkt |
(( Quadratwurzel von 3)/2,-1/2) |
|
| 50391 |
Ermittele den Sekans bei gegebenem Punkt |
(3,-4) |
|
| 50392 |
Expandiere mithilfe von Summen-/Differenzformeln |
cos(pi/2-x) |
|
| 50393 |
Rechne von Grad nach Radiant um |
60deg |
degrees |
| 50394 |
Rechne von Radiant in Grad um |
arccos(0) |
|
| 50395 |
Solve for x in Degrees |
sin(x)=( Quadratwurzel von 3)/2 |
|
| 50396 |
Rechne von Grad nach Radiant um |
45deg |
degrees |
| 50397 |
제III사분면에서의 다른 삼각함수 값 구하기 |
tan(theta)=4/3 |
|
| 50398 |
Ermittele den Sekans bei gegebenem Punkt |
(( Quadratwurzel von 3)/2,-1/2) |
|
| 50399 |
제III사분면에서의 다른 삼각함수 값 구하기 |
tan(theta) = square root of 3 |
|
| 50400 |
Ermittele den Kosekans bei gegebenem Punkt |
(-1/2,-( Quadratwurzel von 3)/2) |
|