4401 |
Find the Domain |
g(x)=-4x^2+2 |
|
4402 |
Find the Domain |
g(x)=4x-4 |
|
4403 |
Find the Domain |
g(x)=7x-8 |
|
4404 |
Find the Domain |
g=4f+h |
|
4405 |
Find the Domain |
h(t)=-5t^2+20t+25 |
|
4406 |
Find the Domain |
h(t)=-16t^2+790 |
|
4407 |
Find the Domain |
h(t)=2t^4-t^3+6t^2+2t-8 |
|
4408 |
Find the Domain |
h(t)=300-16t^2 |
|
4409 |
Find the Dimensions |
[[1,-2,3],[0,1,-3]] |
|
4410 |
Find the Dimensions |
[[1,2,3],[4,5,6],[3,1,2]] |
|
4411 |
Find the Dimensions |
[[-3,2,-1,3],[1,2,3,h],[-2,1,-1,-2]] |
|
4412 |
Find the Dimensions |
[[3,2],[1,4]] |
|
4413 |
Find the Dimensions |
[[1,3,1,-4],[-3,-14,-8,27]] |
|
4414 |
Find the Dimensions |
[[1,9]] |
|
4415 |
Find the Dimensions |
[[100,130,120,150],[520,670,610,772],[7,9,6,9]] |
|
4416 |
Find the Dimensions |
[[2,0,5,29],[0,4,7,67],[7,7,-2,60]] |
|
4417 |
Find the Dimensions |
[[2,1],[1,0],[0,1]] |
|
4418 |
Find the Dimensions |
[[8,9],[6,3],[2,4],[1,0]] |
|
4419 |
Find the Dimensions |
[[1,-2,1,0,0],[0,1,2,3,0],[0,0,0,1,0]] |
|
4420 |
Find Pivot Positions and Pivot Columns |
A=[[1,2],[1,3]] |
|
4421 |
Find Pivot Positions and Pivot Columns |
B=[[1,3,6],[-6,10,12],[3,-3,-2]] |
|
4422 |
Find Pivot Positions and Pivot Columns |
[[0,1,4],[0,1,6/7]] |
|
4423 |
Find Pivot Positions and Pivot Columns |
[[1,0,0,2],[0,1,0,-3],[0,0,1,5]] |
|
4424 |
Find the Power Set |
{1/8,1/16,1/24,1/32} |
|
4425 |
Find the Power Set |
(5,7) |
|
4426 |
Find the Power Set |
{0,2,4,6} |
|
4427 |
Find the Power Set |
A=(5,6,7) |
|
4428 |
Find the Power Set |
domain {(14,3),(-2,-1),(0,0),(1,4)} |
domain |
4429 |
Find the Power Set |
n={1,2,3} |
|
4430 |
Find the Power Set |
R={10,15} |
|
4431 |
Find the Power Set |
s={1,3,5,7} |
|
4432 |
Find the Power Set |
s={2+x-3x^2-8x^3,1+x+x^2+5x^3} |
|
4433 |
Find the Power Set |
s={4,8,12,16,20} |
|
4434 |
Find the Power Set |
(-4,-4) |
|
4435 |
Find the Power Set |
(-5,-4) |
|
4436 |
Find the Power Set |
(-5,8) |
|
4437 |
Find the Power Set |
(9,4) |
|
4438 |
Find the Power Set |
(28,40) |
|
4439 |
Solve Using an Inverse Matrix |
3x-2y=7 , 9x-6y=14 |
, |
4440 |
Solve Using an Inverse Matrix |
y=1/3x+2 , y=1/3x+3 |
, |
4441 |
Find the Inverse of the Resulting Matrix |
[[r,1,1],[0,r,2r],[-1,-1,-1]][[1,0,0],[0,1,0],[0,0,1]] |
|
4442 |
Find the Inverse of the Resulting Matrix |
[[a,b,d]][[1,5,0],[5,3,6],[0,6,2]][[a],[b],[d]] |
|
4443 |
Find the Equation that Relates x and y |
x=-8 , y=4 |
, |
4444 |
Determine if the Vector is in the Column Space |
A=[[0,1,0],[0,0,1],[1,0,0]] , B=[[0,0,1],[1,0,0],[0,1,0]] |
, |
4445 |
Determine if the Vector is in the Column Space |
A=[[1,2,-3],[0,1,2],[-1,2,0]] , B=[[-1,2,0],[0,1,2],[1,2,-3]] , C=[[0,4,-3],[0,1,2],[-1,2,0]] |
, , |
4446 |
Determine if the Vector is in the Column Space |
a=[[1],[3],[1],[2]] , b=[[-2],[-4],[-4],[-3]] , x=a+b |
, , |
4447 |
Determine if the Vector is in the Column Space |
A=[[2,-3,0],[1,4,-3]] , B=[[6],[4],[11]] , C=[[7],[-6]] |
, , |
4448 |
Find the Intersection of the Sets |
A=(0,2,3) , B=(0,7,8) |
, |
4449 |
Find the Intersection of the Sets |
A=(1,2,3) , B=(0,5,1,2) |
, |
4450 |
Find the Intersection of the Sets |
A=(1,3,5,7,9,11,13,15,17,19) , C=(4,9,16) |
, |
4451 |
Find the Intersection of the Sets |
A=(20,21,30,31) , B=(1,2,3) |
, |
4452 |
Find the Determinant of the Resulting Matrix |
3[[1,3],[4,2]]-[[3,3],[4,4]] |
|
4453 |
Find the Determinant of the Resulting Matrix |
3[[3,1]] |
|
4454 |
Find the Determinant of the Resulting Matrix |
log of 25[[1,1]] |
|
4455 |
Find the Determinant of the Resulting Matrix |
[[0.25,0.50,0.25],[0.30,0.30,0.40],[0.50,0,0.50]][[0.70,0.15,0.15]] |
|
4456 |
Find the Power Set |
(1,5) |
|
4457 |
Find the Power Set |
(1,-9) |
|
4458 |
Find the Power Set |
(11,17) |
|
4459 |
Find the Power Set |
(-13,-5) |
|
4460 |
Find the Power Set |
(-15,-1) |
|
4461 |
Find the Power Set |
(2,2) |
|
4462 |
Evaluate |
2 square root of -108 |
|
4463 |
Evaluate |
2( square root of 216+4 square root of 54) |
|
4464 |
Find the Determinant of the Resulting Matrix |
[[0.95,0.04],[0.05,0.96]][[10650000],[650000]] |
|
4465 |
Find the Determinant of the Resulting Matrix |
[[1,2,3],[x,y,z]][[1,x],[2,y],[3,z]] |
|
4466 |
Find the Determinant of the Resulting Matrix |
[[1,-4],[-4,3]][[-11],[5]] |
|
4467 |
Find the Determinant of the Resulting Matrix |
[[1,8,6]]+[[4,0],[5,9],[2,3]] |
|
4468 |
Find the Determinant of the Resulting Matrix |
[[1,9,-3],[5,4,3],[-2,9,8]][[-4],[8],[2]] |
|
4469 |
Find the Determinant of the Resulting Matrix |
[[1],[2],[3]]+[[0],[5]] |
|
4470 |
Find the Determinant of the Resulting Matrix |
[[10,5,18],[4,-15,-5],[1,8,0]][[-7,2,-14],[17,3,-13],[16,15,10]] |
|
4471 |
Find the Determinant of the Resulting Matrix |
[[2,4],[8,1]]+[[-2,10],[3,5]]+[[5,20],[2,-21]] |
|
4472 |
Find the Determinant of the Resulting Matrix |
[[2,5,2,2],[2,5,2,2],[1,21,2,2],[1,1,1,1]]*[[5,7,7,10],[3,3,2,1],[3,47,58,5],[4,4,10,10]] |
|
4473 |
Find the Determinant of the Resulting Matrix |
[[2,7],[-8,-43]][[-6],[9]] |
|
4474 |
Find the Determinant of the Resulting Matrix |
[[26.6,3100,1],[30.2,6400,1],[162,23619,1]][[240],[340],[1566]] |
|
4475 |
Find the Determinant of the Resulting Matrix |
[[3,0,2],[2,-1,3],[7,1,3]][[u],[v],[w]] |
|
4476 |
Find the Determinant of the Resulting Matrix |
[[3,4,6],[5,8,11]][[67,2,2],[5,2,78]]*61334*x |
|
4477 |
Find the Determinant of the Resulting Matrix |
[[3],[5],[-12],[4]][[2],[-6],[0],[8]][[-2],[-1],[6],[0]][[0],[0],[0],[-2]] |
|
4478 |
Find the Determinant of the Resulting Matrix |
[[34,23,49],[15,3,24],[19,20,25]]-3*[[8,7,11],[3,6,3],[5,1,8]]+[[2,1,3],[1,-1,2],[1,2,1]] |
|
4479 |
Find the Determinant of the Resulting Matrix |
[[3x+y,x-2y,3x],[3x,4y,x+y]]+[[3x,8y,3x+y],[5x+2y,x,3x]] |
|
4480 |
Find the Determinant of the Resulting Matrix |
[[-4,0],[3,0]]*[[V],[V^2]] |
|
4481 |
Find the Determinant of the Resulting Matrix |
[[4,-7,4],[0,-3,4],[0,-8,9]]-[[4,0,0],[0,4,0],[0,0,4]] |
|
4482 |
Find the Determinant of the Resulting Matrix |
[[5.50],[6.00]]*[[94,81],[68,89]] |
|
4483 |
Find the Determinant of the Resulting Matrix |
[[6,2,3],[4,5,6],[2,3,4]]+[[1,3,5],[2,4,6],[5,10,15]] |
|
4484 |
Find the Determinant of the Resulting Matrix |
[[7,2],[1,3]]-[[1,2],[5,6]] |
|
4485 |
Find the Determinant of the Resulting Matrix |
[[-7,-39,6],[7,14,22],[19,11,82]]+[[8,5,36],[24,54,72],[24,62,56]] |
|
4486 |
Find the Determinant of the Resulting Matrix |
[[81,32],[162,48]][[-3,0],[0,-2]] |
|
4487 |
Find the Determinant of the Resulting Matrix |
[[-9,8],[1,1]][[-34^n,0],[0,34^n]][[-1/17,8/17],[1/17,9/17]] |
|
4488 |
Find the Determinant of the Resulting Matrix |
[[i+2,5i+5,-3i-2],[-1,-i-3,i+1],[0,-1,1]]*[[13+i],[-4-i],[-5]] |
|
4489 |
Find the Determinant of the Resulting Matrix |
[[t+1,-8,4],[5,-6,-3]][[3,-8,4],[5,x-7,-3]] |
|
4490 |
Find the Inverse of the Resulting Matrix |
([[3,1/2,5],[1,-1,3]]+[[2,-5/2,0],[0,2,-3]])[[1,0,-1],[1,2,0],[0,3,0]] |
|
4491 |
Find the Inverse of the Resulting Matrix |
[[-0.8,0.1,0.1],[0.6,0.5,0.2],[0.2,0.4,-0.2]][[0],[0],[0]] |
|
4492 |
Find the Inverse of the Resulting Matrix |
[[0.30,0.20,0.30],[0.40,0.30,0.30],[0.30,0.30,0.20]]*[[81],[8],[9]] |
|
4493 |
Find the Inverse of the Resulting Matrix |
[[1,0,0],[0,1,0],[0,0,1]]-[[0.30,0.20,0.30],[0.30,0.20,0.40],[0.20,0.30,0.30]]*[[52],[74],[29]] |
|
4494 |
Find the Inverse of the Resulting Matrix |
[[1,0,4],[0,1,3],[0,0,0]]*[[4],[2],[0]] |
|
4495 |
Find the Inverse of the Resulting Matrix |
[[1,0],[0,1]][[1,3],[-2,5]] |
|
4496 |
Find the Inverse of the Resulting Matrix |
[[1,3,-2],[-1,2,4]][[1,1],[3,2],[-2,4]] |
|
4497 |
Find the Inverse of the Resulting Matrix |
[[-1,3]][[3,4]] |
|
4498 |
Find the Inverse of the Resulting Matrix |
[[1,7,1],[2,9,0],[1,8,1]][[4.5,0.5,-4.5],[-1,0,1],[3.5,-0.5,-2.5]] |
|
4499 |
Find the Inverse of the Resulting Matrix |
[[1],[-1],[0],[1],[1]][[3],[-3],[4],[5],[5]][[5],[1],[3],[4],[8]] |
|
4500 |
Find the Inverse of the Resulting Matrix |
[[1],[2],[0]][[0],[2],[1]] |
|