| 18601 |
簡略化 |
(2w^4+3w^3-10w^2-3w+6)÷(w^2-2) |
|
| 18602 |
簡略化 |
(2+3x)(5-8x) |
|
| 18603 |
簡略化 |
(-2t^-3)(3t^(2/3)) |
|
| 18604 |
簡略化 |
2x^4-2x^2+2x+(9x^2-3-3x^4+x^2) |
|
| 18605 |
簡略化 |
2x-x^2 |
|
| 18606 |
簡略化 |
(3e^(4x)+cos(5x)^2)^6 |
|
| 18607 |
簡略化 |
-3x^4y+2y^3z^2-x^5y-4y^2x^4+(-5x+7x^4y^2+8x-3y^3z^2)-9x^4y-6x-5x^4+7x^5y |
|
| 18608 |
簡略化 |
-3x^4+13x^2-12+(-3x^5+12x^3-3x^2) |
|
| 18609 |
簡略化 |
(x^3+1)(1/2x^(-1/2))-x^(1/2)(3x^2) |
|
| 18610 |
簡略化 |
(3+4i)(4-3i) |
|
| 18611 |
簡略化 |
(3+5i)(8+7i) |
|
| 18612 |
簡略化 |
(-3sin(x))(sin(x)) |
|
| 18613 |
簡略化 |
(e^(-2x))^2 |
|
| 18614 |
簡略化 |
(1/4x^2)^2 |
|
| 18615 |
簡略化 |
((x^(2n-2)y^(2n))/(x^(5n+1)y^(-n)))^(1/3) |
|
| 18616 |
簡略化 |
(e^t-e^(-t))^2 |
|
| 18617 |
簡略化 |
(e^(4x))^2 |
|
| 18618 |
簡略化 |
(e^x)^3 |
|
| 18619 |
簡略化 |
(t^3)^2 |
|
| 18620 |
簡略化 |
((x^3)/(-27y^-6))^(-2/3) |
|
| 18621 |
簡略化 |
(1/2*(e^x-e^(-x)))^2 |
|
| 18622 |
簡略化 |
(1/4+1/x)/(4+x) |
|
| 18623 |
簡略化 |
(1/2x)^2 |
|
| 18624 |
簡略化 |
((16x^2y^2)/(3x^-2y^4))^(1/2) |
|
| 18625 |
簡略化 |
((3ab^-2)/(5b))^3 |
|
| 18626 |
簡略化 |
(xy^(-b/2))^(b/2) |
|
| 18627 |
簡略化 |
(x^30y^15)^(1/5) |
|
| 18628 |
簡略化 |
(x^3-1)^2 |
|
| 18629 |
簡略化 |
(x^7)/(y^7) |
|
| 18630 |
簡略化 |
(y^(1/3))^2 |
|
| 18631 |
簡略化 |
(1+e^x)^2 |
|
| 18632 |
簡略化 |
(z^0.5)^2 |
|
| 18633 |
簡略化 |
(x^2-5)^2 |
|
| 18634 |
簡略化 |
(x^2-4)^4 |
|
| 18635 |
簡略化 |
(x^2-9)^2 |
|
| 18636 |
簡略化 |
(x^2+9)^(1/2) |
|
| 18637 |
簡略化 |
(x^2+3x+4)^2 |
|
| 18638 |
簡略化 |
(x^(-1/3))^2 |
|
| 18639 |
簡略化 |
(t^2)^2 |
|
| 18640 |
簡略化 |
(x^2)^(3/2) |
|
| 18641 |
簡略化 |
(x^(-b/a))^(-a/b) |
|
| 18642 |
簡略化 |
(x+12)(36/x+12) |
|
| 18643 |
簡略化 |
(x+12)(25/x+12) |
|
| 18644 |
簡略化 |
(x)(16-2x)(16-2x) |
|
| 18645 |
簡略化 |
(x)(17-2x)(17-2x) |
|
| 18646 |
簡略化 |
(40000+10000/3x)(18-x)+(40000+10000/3x)(4.50) |
|
| 18647 |
簡略化 |
(x)(23-2x)(23-2x) |
|
| 18648 |
簡略化 |
(x)(8-2x)(8-2x) |
|
| 18649 |
簡略化 |
(-cos(pi/2+(2pi)/3))-(cos(-pi/4)-pi/2) |
|
| 18650 |
簡略化 |
(9x^2-58x+24)(-x+1) |
|
| 18651 |
簡略化 |
(5e^(4x+2))*(-3e^(2x-7)) |
|
| 18652 |
簡略化 |
(5 10+4)(2の平方根2-1)の平方根 |
|
| 18653 |
簡略化 |
(x+6)(36/x+6) |
|
| 18654 |
簡略化 |
(x+4)(50/x+8) |
|
| 18655 |
簡略化 |
(x+2)(32/x+4) |
|
| 18656 |
簡略化 |
(x-1)(2x-3) |
|
| 18657 |
Найти dy/dx |
y = square root of x^2+2 |
|
| 18658 |
簡略化 |
(x-4)-4 |
|
| 18659 |
簡略化 |
(x-5)(1-2x) |
|
| 18660 |
簡略化 |
(z-1)(z+1) |
|
| 18661 |
簡略化 |
(y-3)(2y+1) |
|
| 18662 |
簡略化 |
0.08+0.12(1-e^(-0.02*20)) |
|
| 18663 |
簡略化 |
0.3x^2+50x-0.4x^2+2000 |
|
| 18664 |
簡略化 |
x^2+2hx+h^2+(2x+2h) |
|
| 18665 |
簡略化 |
(2u^3)/3+(3u^2)/2 |
|
| 18666 |
簡略化 |
(14e^5)-(14e) |
|
| 18667 |
簡略化 |
((1/(1-x^2))^2-1)^(1/2) |
|
| 18668 |
簡略化 |
1/110*(-3972.615675e^(-0.01059t)) |
|
| 18669 |
簡略化 |
1/2v^2+v^3 |
|
| 18670 |
簡略化 |
((z-1)/(z+1))^(-1/2) |
|
| 18671 |
簡略化 |
((e^x)/(e^(x-2)))^(-1/2) |
|
| 18672 |
簡略化 |
(-e^(-t)cos(2t)-2e^(-t)sin(2t))/(-2e^(-2t)sin(2t)+2e^(-2t)cos(2t)) |
|
| 18673 |
簡略化 |
(e^4)/(e^2) |
|
| 18674 |
簡略化 |
(e-e^-1)/(e+e^-1) |
|
| 18675 |
簡略化 |
(e^(-2*2))/-2 |
|
| 18676 |
簡略化 |
(1/3)/e |
|
| 18677 |
簡略化 |
(1/x)/2 |
|
| 18678 |
簡略化 |
(-1/(1^2))/(-81pi^2cos(9pi)) |
|
| 18679 |
簡略化 |
(|x-a|)/(x-a) |
|
| 18680 |
簡略化 |
(3/(3x-1))/(3/(3x-1)+3)-3 |
|
| 18681 |
簡略化 |
(e^x)/(1+e^x)*(dx) |
|
| 18682 |
簡略化 |
(sec(x)^2sin(x))/(tan(x)^2) |
|
| 18683 |
簡略化 |
(pi/2-0)/4 |
|
| 18684 |
簡略化 |
arctan(1)+arccot(1) |
|
| 18685 |
簡略化 |
(u^4u^-7)/((x^8)/(u^2)) |
|
| 18686 |
簡略化 |
(x^2-36)/(x-6) |
|
| 18687 |
簡略化 |
(x^(1/2))/x |
|
| 18688 |
簡略化 |
(x^2)/(x^(2-4))-1/(x-2) |
|
| 18689 |
簡略化 |
1/0.059*(e^1.06-1) |
|
| 18690 |
簡略化 |
1/2x-2 |
|
| 18691 |
簡略化 |
1/2*sin(x)*1/4*cos(2x) |
|
| 18692 |
簡略化 |
-1/14*1/( 1-(x/14)^2)の平方根 |
|
| 18693 |
簡略化 |
1/2x^(-1/2)*x^2 |
|
| 18694 |
簡略化 |
-1/256x^8+1/16x^6-3/8x^4+x^2 |
|
| 18695 |
簡略化 |
1/(x^2)-1 |
|
| 18696 |
簡略化 |
1/2x^(1/2) |
|
| 18697 |
簡略化 |
1/(2x)*x |
|
| 18698 |
簡略化 |
1/3x^3 |
|
| 18699 |
簡略化 |
(x^3-5x^2)/(x-5) |
|
| 18700 |
簡略化 |
(1.26pi)/(81pi) |
|