| 19301 |
Stelle graphisch dar |
y=sec(x-pi/6) |
|
| 19302 |
Stelle graphisch dar |
y=sec(x-pi/2) |
|
| 19303 |
Stelle graphisch dar |
y = Logarithmus von x+5 |
|
| 19304 |
Stelle graphisch dar |
y = Logarithmus von x+1 |
|
| 19305 |
Stelle graphisch dar |
y=sec(x/4) |
|
| 19306 |
Stelle graphisch dar |
y=csc(pix) |
|
| 19307 |
Stelle graphisch dar |
y=- Logarithmus von x |
|
| 19308 |
Stelle graphisch dar |
y=-gx+2 |
|
| 19309 |
Stelle graphisch dar |
y = natural log of x-2 |
|
| 19310 |
Stelle graphisch dar |
y = natural log of x-1-1 |
|
| 19311 |
Stelle graphisch dar |
y = natural log of x+6 |
|
| 19312 |
Stelle graphisch dar |
y = Logarithmus von 2^x |
|
| 19313 |
Stelle graphisch dar |
y=cot(pix) |
|
| 19314 |
Stelle graphisch dar |
y=csc(2x-pi) |
|
| 19315 |
Stelle graphisch dar |
y=-csc(x/3) |
|
| 19316 |
Stelle graphisch dar |
y=csc(x/6) |
|
| 19317 |
Stelle graphisch dar |
y=csc(x-(2pi)/5) |
|
| 19318 |
Stelle graphisch dar |
y=csc(x-(4pi)/3) |
|
| 19319 |
Stelle graphisch dar |
5x^2-3x-9y^2-6y-4=0 |
|
| 19320 |
Stelle graphisch dar |
y=f(|x|) |
|
| 19321 |
Stelle graphisch dar |
y=h(x) |
|
| 19322 |
Stelle graphisch dar |
y=arcsec(x) |
|
| 19323 |
Stelle graphisch dar |
y=arctan(x+1) |
|
| 19324 |
Stelle graphisch dar |
y=cos(x/3) |
|
| 19325 |
Stelle graphisch dar |
y=arccot(x) |
|
| 19326 |
Stelle graphisch dar |
y=cos(2x-pi/2)+1 |
|
| 19327 |
Stelle graphisch dar |
y=cos(x+pi)-2 |
|
| 19328 |
Stelle graphisch dar |
y=cot(1/4x) |
|
| 19329 |
Stelle graphisch dar |
y=cos(x-pi/6) |
|
| 19330 |
Stelle graphisch dar |
y=8-3x |
|
| 19331 |
Stelle graphisch dar |
f(x)=|2x| |
|
| 19332 |
Stelle graphisch dar |
y=7cos(2x) |
|
| 19333 |
Stelle graphisch dar |
y=-7sec(x) |
|
| 19334 |
Stelle graphisch dar |
y=8tan(x) |
|
| 19335 |
Stelle graphisch dar |
y=-8sec(x) |
|
| 19336 |
Stelle graphisch dar |
y=-9csc(x) |
|
| 19337 |
Stelle graphisch dar |
y-15=0 |
|
| 19338 |
Faktor |
16z^6+12z^4-18z^2 |
|
| 19339 |
Stelle graphisch dar |
y+6=-1(x-10) |
|
| 19340 |
Stelle graphisch dar |
f(x)=(x^2-1)/(x^2-4) |
|
| 19341 |
Stelle graphisch dar |
y-5=-2(x+1)^2 |
|
| 19342 |
Stelle graphisch dar |
y-3=2(x-1)^2 |
|
| 19343 |
Stelle graphisch dar |
z=-5+5i |
|
| 19344 |
Stelle graphisch dar |
y=sin(2x-pi/2) |
|
| 19345 |
Stelle graphisch dar |
y=sin(2x-pi/4) |
|
| 19346 |
Stelle graphisch dar |
y=sin(pi-x) |
|
| 19347 |
Stelle graphisch dar |
y=tan(1/2x)-2 |
|
| 19348 |
Stelle graphisch dar |
y=sec(5x) |
|
| 19349 |
Stelle graphisch dar |
y=sin(x-6) |
|
| 19350 |
Stelle graphisch dar |
y=tan(6x-pi) |
|
| 19351 |
Stelle graphisch dar |
y=tan(2)x |
|
| 19352 |
Stelle graphisch dar |
y=tan(2x-pi) |
|
| 19353 |
x 구하기 |
2^(-6x+4)=8 |
|
| 19354 |
Stelle graphisch dar |
f(x)=4x^3-11x^2-11x-2 |
|
| 19355 |
Stelle graphisch dar |
h(x)=1/2x^3 |
|
| 19356 |
Stelle graphisch dar |
p(x)=(x-2i)(x+2i) |
|
| 19357 |
Stelle graphisch dar |
h(x)=4 logarithmische Basis 4 von x+8 |
|
| 19358 |
? 구하기 |
sin(theta)cos(3theta)+cos(theta)sin(3theta)=0 |
|
| 19359 |
Stelle graphisch dar |
r(x)=-x^2+6x |
|
| 19360 |
Stelle graphisch dar |
f(x)=-2x^2+6x+2 |
|
| 19361 |
Stelle graphisch dar |
f(x)=-3ex |
|
| 19362 |
Stelle graphisch dar |
f(x)=3sin(2x+pi) |
|
| 19363 |
x 구하기 |
1890=1/10x(300-x) |
|
| 19364 |
Stelle graphisch dar |
f(x)=574(1.026)^x |
|
| 19365 |
Stelle graphisch dar |
f(x)=-7*x^2+14*x+4 |
|
| 19366 |
Bestimme den Definitionsbereich |
Quadratwurzel von 2x+6 |
|
| 19367 |
Bestimme den Definitionsbereich |
Quadratwurzel von 1+x^2 |
|
| 19368 |
Stelle graphisch dar |
3x^2+y^2=9 |
|
| 19369 |
Stelle graphisch dar |
f(x)=x^4-15x^3+81x^2-189x+150 |
|
| 19370 |
Stelle graphisch dar |
f(x)=-2(x-3)^2(x^2-4) |
|
| 19371 |
Vereinfache |
sin(theta+pi) |
|
| 19372 |
Bestimme den Definitionsbereich |
f(x)=19.6+2.5 natürlicher Logarithmus von 11+1 |
|
| 19373 |
Stelle graphisch dar |
x^2-10x=4y-45 |
|
| 19374 |
Stelle graphisch dar |
x/(x-9) |
|
| 19375 |
Bestimme den Definitionsbereich |
f(x)=2x+5 |
|
| 19376 |
Stelle graphisch dar |
x^2-4x-12=0 |
|
| 19377 |
Stelle graphisch dar |
-x^4+3x^3+4/3x^2=9/2x+2 |
|
| 19378 |
Stelle graphisch dar |
| Quadratwurzel von 3i| |
|
| 19379 |
Stelle graphisch dar |
logarithmische Basis 3 von 81/( fünfte Wurzel von x-2) |
|
| 19380 |
? 구하기 |
sin(theta)=3/5 |
|
| 19381 |
Stelle graphisch dar |
p(t)=120t-0.3t^4+1000 |
|
| 19382 |
Stelle graphisch dar |
[-10,50,10] by [-60,90,10] |
by |
| 19383 |
Stelle graphisch dar |
(x^2)/100+(y^2)/81=1 |
|
| 19384 |
Stelle graphisch dar |
(x-2)^2(x-3)(x+1)=0 |
|
| 19385 |
Stelle graphisch dar |
(y-1)^2=-4(x-1) |
|
| 19386 |
Stelle graphisch dar |
g(x)=x^3-12 |
|
| 19387 |
Stelle graphisch dar |
g(x)=x^3-6 |
|
| 19388 |
Stelle graphisch dar |
g(x) = square root of x+6 |
|
| 19389 |
Stelle graphisch dar |
g(x)=x^2+2x+1 |
|
| 19390 |
Stelle graphisch dar |
g(x)=-x^3+1 |
|
| 19391 |
Stelle graphisch dar |
g(x) = log base 2 of x+3 |
|
| 19392 |
Stelle graphisch dar |
g(x) = log base 2 of x-1 |
|
| 19393 |
Stelle graphisch dar |
g(x) = log base 2 of x-2 |
|
| 19394 |
Stelle graphisch dar |
g(x)=e^x-1 |
|
| 19395 |
Stelle graphisch dar |
g(x) = log base 4 of x+2 |
|
| 19396 |
Stelle graphisch dar |
g(x) = log base 3 of x+6 |
|
| 19397 |
Stelle graphisch dar |
g(x) = log base 3 of x+8 |
|
| 19398 |
Stelle graphisch dar |
g(x) = log base 4 of x+5 |
|
| 19399 |
Stelle graphisch dar |
g(x) = log base 5 of x-1 |
|
| 19400 |
Stelle graphisch dar |
g(x) = log base 4 of x+8 |
|