|
desarrollar 1/(z^9(z-1))
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expand\:\frac{1}{z^{9}(z-1)}
|
|
desarrollar (466+35.83=,)(,)
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expand\:(466+35.83=,)(,)
|
|
desarrollar (x+y)(3y^2y'(x))
|
expand\:(x+y)(3y^{2}y\prime\:(x))
|
|
desarrollar (Sgn(x^2-1))sqrt(x-1)+1
|
expand\:(Sgn(x^{2}-1))\sqrt{x-1}+1
|
|
desarrollar xy'(x)+(1+x)y
|
expand\:xy\prime\:(x)+(1+x)y
|
|
desarrollar 2*2*2*2
|
expand\:2\cdot\:2\cdot\:2\cdot\:2
|
|
desarrollar (t^3+e^{4t})dt
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expand\:(t^{3}+e^{4t})dt
|
|
desarrollar-4x^2(xy^2+3x^-4)
|
expand\:-4x^{2}(xy^{2}+3x^{-}4)
|
|
desarrollar (1,1,4)(x^2,x,-3)
|
expand\:(1,1,4)(x^{2},x,-3)
|
|
desarrollar ex^2*(4x^2+3cos(y))
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expand\:ex^{2}\cdot\:(4x^{2}+3\cos(y))
|
|
desarrollar (10)/((s+4)(s+2)^2)
|
expand\:\frac{10}{(s+4)(s+2)^{2}}
|
|
desarrollar-1/(y(y-1))
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expand\:-\frac{1}{y(y-1)}
|
|
desarrollar 1/(2(10-6y))
|
expand\:\frac{1}{2(10-6y)}
|
|
desarrollar (5(225+sqrt(38473)))/(49)
|
expand\:\frac{5(225+\sqrt{38473})}{49}
|
|
desarrollar (-x+1)/(x^2(x+1))
|
expand\:\frac{-x+1}{x^{2}(x+1)}
|
|
desarrollar (x^2-3)\circ sqrt(x+3)
|
expand\:(x^{2}-3)\circ\:\sqrt{x+3}
|
|
desarrollar ((-12+7x)(-4+5x))/(16)
|
expand\:\frac{(-12+7x)(-4+5x)}{16}
|
|
desarrollar (x-e)^2+(y-a)^2
|
expand\:(x-e)^{2}+(y-a)^{2}
|
|
desarrollar n^2-((n(n+1))/2)+n
|
expand\:n^{2}-(\frac{n(n+1)}{2})+n
|
|
desarrollar (x+x^2)xln(x)-x
|
expand\:(x+x^{2})x\ln(x)-x
|
|
desarrollar T(-2(1,0,0)+3(0,1,0)+1(0,0,1))
|
expand\:T(-2(1,0,0)+3(0,1,0)+1(0,0,1))
|
|
desarrollar i^3
|
expand\:i^{3}
|
|
solvefor f,f=\delta(x-2)e^{2x}
|
solvefor\:f,f=\delta(x-2)e^{2x}
|
|
desarrollar (3x^2-5x)e^2
|
expand\:(3x^{2}-5x)e^{2}
|
|
desarrollar ((u+2a)^3)/u
|
expand\:\frac{(u+2a)^{3}}{u}
|
|
desarrollar distributive(a-2)(a-4)
|
expand\:distributive(a-2)(a-4)
|
|
desarrollar 20000/2600
|
expand\:\frac{20000}{2600}
|
|
desarrollar f(f(1,1),5-sqrt(f(3,0)))
|
expand\:f(f(1,1),5-\sqrt{f(3,0)})
|
|
desarrollar 2(a+3=-12)
|
expand\:2(a+3=-12)
|
|
desarrollar (6-b)tan(50)
|
expand\:(6-b)\tan(50^{\circ\:})
|
|
desarrollar pir^2(r-7)
|
expand\:πr^{2}(r-7)
|
|
desarrollar (2x+3y=7,)(6x-y=1)
|
expand\:(2x+3y=7,)(6x-y=1)
|
|
desarrollar (1+sqrt(5))e^4
|
expand\:(1+\sqrt{5})e^{4}
|
|
desarrollar 4(2x+3y=53)
|
expand\:4(2x+3y=53)
|
|
desarrollar s/((s^2+2)^2)
|
expand\:\frac{s}{(s^{2}+2)^{2}}
|
|
desarrollar e^{7x-9}d(7x-9)
|
expand\:e^{7x-9}d(7x-9)
|
|
desarrollar (d-2)(e+3)(f+2)
|
expand\:(d-2)(e+3)(f+2)
|
|
desarrollar x^2(1+ln(x))
|
expand\:x^{2}(1+\ln(x))
|
|
desarrollar (ace+bdf)^2
|
expand\:(ace+bdf)^{2}
|
|
desarrollar (1,-2,1)(x+2y-z+3=0)
|
expand\:(1,-2,1)(x+2y-z+3=0)
|
|
desarrollar 5/((s-5)(s+5))
|
expand\:\frac{5}{(s-5)(s+5)}
|
|
desarrollar (24(n+1))/n
|
expand\:\frac{24(n+1)}{n}
|
|
desarrollar dx+((2x)/y-y^2)dy
|
expand\:dx+(\frac{2x}{y}-y^{2})dy
|
|
desarrollar 4d-3(2d+6=2(d+3))
|
expand\:4d-3(2d+6=2(d+3))
|
|
desarrollar ((12-3x)^2)/2
|
expand\:\frac{(12-3x)^{2}}{2}
|
|
desarrollar x(x^2y=4+y)
|
expand\:x(x^{2}y=4+y)
|
|
desarrollar (3(p+q))/(p-q)
|
expand\:\frac{3(p+q)}{p-q}
|
|
desarrollar (0,4)y(6,-2)
|
expand\:(0,4)y(6,-2)
|
|
desarrollar (x+1)/(x^2(x+2)^3)
|
expand\:\frac{x+1}{x^{2}(x+2)^{3}}
|
|
desarrollar 1/(s(s+15)+50)
|
expand\:\frac{1}{s(s+15)+50}
|
|
desarrollar ,(w^2-5w-4)(7w^2-6w+2)
|
expand\:,(w^{2}-5w-4)(7w^{2}-6w+2)
|
|
desarrollar 5(-2u+7=25)
|
expand\:5(-2u+7=25)
|
|
desarrollar ((x+1)(x))/(10)
|
expand\:\frac{(x+1)(x)}{10}
|
|
desarrollar-(2(10368W_{0}-5))/5
|
expand\:-\frac{2(10368W_{0}-5)}{5}
|
|
desarrollar \forall x(x^2-x\ne 1)
|
expand\:\forall\:x(x^{2}-x\ne\:1)
|
|
desarrollar (100)/((1-x*10)^2)
|
expand\:\frac{100}{(1-x\cdot\:10)^{2}}
|
|
desarrollar e^{2(x-3)}+e^{-2(x-3)}
|
expand\:e^{2(x-3)}+e^{-2(x-3)}
|
|
desarrollar ((2x-6)(x+4))/((x+5)(x-2))
|
expand\:\frac{(2x-6)(x+4)}{(x+5)(x-2)}
|
|
desarrollar (e^x-1)(e^x-x)^2
|
expand\:(e^{x}-1)(e^{x}-x)^{2}
|
|
desarrollar (2x^2+3x-3)e^x
|
expand\:(2x^{2}+3x-3)e^{x}
|
|
desarrollar ((x+2)*(x+1))/(2x)
|
expand\:\frac{(x+2)\cdot\:(x+1)}{2x}
|
|
desarrollar (k-5)/(k(5k+1))
|
expand\:\frac{k-5}{k(5k+1)}
|
|
1/(((s^2+2s+1)(s+1)))
|
\frac{1}{((s^{2}+2s+1)(s+1))}
|
|
desarrollar (1+x+x^2)^9
|
expand\:(1+x+x^{2})^{9}
|
|
desarrollar f(-4+h,-6+k)-f(-4,-6)
|
expand\:f(-4+h,-6+k)-f(-4,-6)
|
|
desarrollar (-2,-1)-(x,x-4)
|
expand\:(-2,-1)-(x,x-4)
|
|
desarrollar (5x+12)/((x+2)(x+3))
|
expand\:\frac{5x+12}{(x+2)(x+3)}
|
|
desarrollar-(5(x^2-2))/3
|
expand\:-\frac{5(x^{2}-2)}{3}
|
|
desarrollar (x^3+x)(x^3+x^4)dx
|
expand\:(x^{3}+x)(x^{3}+x^{4})dx
|
|
desarrollar (2x^2-4)/((x+2)(x-2))
|
expand\:\frac{2x^{2}-4}{(x+2)(x-2)}
|
|
desarrollar a(-3,-4)b(5,7)
|
expand\:a(-3,-4)b(5,7)
|
|
desarrollar (0.4)(x^2-4y=0)
|
expand\:(0.4)(x^{2}-4y=0)
|
|
desarrollar-1/2 X+C
|
expand\:-\frac{1}{2}X+C
|
|
desarrollar (x^2+1)/(x(x-1)^2)
|
expand\:\frac{x^{2}+1}{x(x-1)^{2}}
|
|
desarrollar ((y+5)(y-5))/(y^2+5)
|
expand\:\frac{(y+5)(y-5)}{y^{2}+5}
|
|
desarrollar (a(19a^2+7-10a))/(216)
|
expand\:\frac{a(19a^{2}+7-10a)}{216}
|
|
desarrollar ((x+3)^3)/3
|
expand\:\frac{(x+3)^{3}}{3}
|
|
desarrollar x(x-y=1)
|
expand\:x(x-y=1)
|
|
desarrollar (a+8)(a^'+3)
|
expand\:(a+8)(a^{\prime\:}+3)
|
|
desarrollar (-5/3)x^{77}
|
expand\:(-\frac{5}{3})x^{77}
|
|
desarrollar (e^{2x}+5)^2
|
expand\:(e^{2x}+5)^{2}
|
|
desarrollar A(8,3,-2)B(4,-1,5)C(-2,5,6)
|
expand\:A(8,3,-2)B(4,-1,5)C(-2,5,6)
|
|
desarrollar-(2u(18y+12x))/(v^3)
|
expand\:-\frac{2u(18y+12x)}{v^{3}}
|
|
desarrollar (s+9)/((s+1)(s^2+2s+2))
|
expand\:\frac{s+9}{(s+1)(s^{2}+2s+2)}
|
|
desarrollar (24)/((x-3)^5)
|
expand\:\frac{24}{(x-3)^{5}}
|
|
((8(a+h)-1))/((9(a+h)+4))
|
\frac{(8(a+h)-1)}{(9(a+h)+4)}
|
|
desarrollar (-sqrt(3)+j)^6
|
expand\:(-\sqrt{3}+j)^{6}
|
|
desarrollar (sqrt(9+h)-3)/h
|
expand\:\frac{\sqrt{9+h}-3}{h}
|
|
desarrollar 2sqrt(3)(x-pi/6)
|
expand\:2\sqrt{3}(x-\frac{π}{6})
|
|
desarrollar solve^7-3(s+1)
|
expand\:solve^{7}-3(s+1)
|
|
desarrollar A(-4,6)B(3,-8)
|
expand\:A(-4,6)B(3,-8)
|
|
d/(dy)((x)(c(y+1)^2))
|
\frac{d}{dy}((x)(c(y+1)^{2}))
|
|
desarrollar (t^2(t+1))/((t-2)^3)
|
expand\:\frac{t^{2}(t+1)}{(t-2)^{3}}
|
|
desarrollar (8(-x+51))/(17)
|
expand\:\frac{8(-x+51)}{17}
|
|
desarrollar (x^2+2x-2)/((x+1)(x-2))
|
expand\:\frac{x^{2}+2x-2}{(x+1)(x-2)}
|
|
desarrollar (e^{2t}+e^{-2t}+2)^2
|
expand\:(e^{2t}+e^{-2t}+2)^{2}
|
|
desarrollar (-5x-3)(2x+1)''
|
expand\:(-5x-3)(2x+1)\prime\:\prime\:
|
|
desarrollar 7+1/5
|
expand\:7+\frac{1}{5}
|
|
desarrollar 5a^{6-1}
|
expand\:5a^{6-1}
|
|
desarrollar t^{(x^2-x+2)dx}
|
expand\:t^{(x^{2}-x+2)dx}
|
