|
desarrollar (1-3x)^9dx
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expand\:(1-3x)^{9}dx
|
|
desarrollar 2(x+2-2ln(x+2))+c
|
expand\:2(x+2-2\ln(x+2))+c
|
|
desarrollar 0((1,1,2)+(3,-2,0))
|
expand\:0((1,1,2)+(3,-2,0))
|
|
desarrollar (4(x-4)(x+6))/x
|
expand\:\frac{4(x-4)(x+6)}{x}
|
|
desarrollar 6/(sqrt(45))
|
expand\:\frac{6}{\sqrt{45}}
|
|
desarrollar ln(y)(1-a)
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expand\:\ln(y)(1-a)
|
|
desarrollar e^tsin(t)U(t-pi/2)
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expand\:e^{t}\sin(t)U(t-\frac{π}{2})
|
|
desarrollar (s+4)/(s(s^2+4s+104))
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expand\:\frac{s+4}{s(s^{2}+4s+104)}
|
|
desarrollar a(e^{bx}+be^{bx}x)
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expand\:a(e^{bx}+be^{bx}x)
|
|
desarrollar (x^2+4)/(x^2)
|
expand\:\frac{x^{2}+4}{x^{2}}
|
|
desarrollar (8(2-2x)^3)/3
|
expand\:\frac{8(2-2x)^{3}}{3}
|
|
desarrollar-4(x+2)-1/3 (-12x=3)
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expand\:-4(x+2)-\frac{1}{3}(-12x=3)
|
|
desarrollar U(-3,1,-1)*v(-4,5,0)
|
expand\:U(-3,1,-1)\cdot\:v(-4,5,0)
|
|
desarrollar 3x+2(x^2-ysqrt(e))
|
expand\:3x+2(x^{2}-y\sqrt{e})
|
|
desarrollar 3b+(3b-2)
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expand\:3b+(3b-2)
|
|
desarrollar 1/((x+1)^6)
|
expand\:\frac{1}{(x+1)^{6}}
|
|
desarrollar (2(sqrt(15)-5))/5
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expand\:\frac{2(\sqrt{15}-5)}{5}
|
|
desarrollar d^5x-1l
|
expand\:d^{5}x-1l
|
|
desarrollar 2a^2+3^2
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expand\:2a^{2}+3^{2}
|
|
desarrollar x((n-1)m)
|
expand\:x((n-1)m)
|
|
desarrollar-y(1-x^2)dy
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expand\:-y(1-x^{2})dy
|
|
desarrollar ((-x+6))/(9(x+3)^2)
|
expand\:\frac{(-x+6)}{9(x+3)^{2}}
|
|
desarrollar ((x+2)^3)/(3x+4)
|
expand\:\frac{(x+2)^{3}}{3x+4}
|
|
desarrollar f'(x)(4+4/x)
|
expand\:f\prime\:(x)(4+\frac{4}{x})
|
|
desarrollar (2tan(x)-cot(x))^2dx
|
expand\:(2\tan(x)-\cot(x))^{2}dx
|
|
desarrollar pi/3*6
|
expand\:\frac{π}{3}\cdot\:6
|
|
desarrollar ydy(xy-1)+xy^2+1
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expand\:ydy(xy-1)+xy^{2}+1
|
|
desarrollar pi(2sqrt(x)+1)^2
|
expand\:π(2\sqrt{x}+1)^{2}
|
|
desarrollar (t-1)Be^t+2e^t
|
expand\:(t-1)Be^{t}+2e^{t}
|
|
desarrollar ((a-5)a)/(a-2)
|
expand\:\frac{(a-5)a}{a-2}
|
|
desarrollar 5e^{j(kx-wt)}
|
expand\:5e^{j(kx-wt)}
|
|
desarrollar (64(x+1)(2x+1))/(x^2)
|
expand\:\frac{64(x+1)(2x+1)}{x^{2}}
|
|
desarrollar (x(x+3))/((x-4))
|
expand\:\frac{x(x+3)}{(x-4)}
|
|
desarrollar ((x-3)(x+4))/x
|
expand\:\frac{(x-3)(x+4)}{x}
|
|
desarrollar e^{t(ln(t)-s)}
|
expand\:e^{t(\ln(t)-s)}
|
|
desarrollar q(x)(x^2-9=0)
|
expand\:q(x)(x^{2}-9=0)
|
|
desarrollar e^{2x^2-3x+2}(4x-3)
|
expand\:e^{2x^{2}-3x+2}(4x-3)
|
|
desarrollar (3(99+2sqrt(165)))/(277)
|
expand\:\frac{3(99+2\sqrt{165})}{277}
|
|
desarrollar (ax^2+bx)(dcos(x)+esin(x))
|
expand\:(ax^{2}+bx)(d\cos(x)+e\sin(x))
|
|
desarrollar (x^2+20x+1)/((x+1)^2)
|
expand\:\frac{x^{2}+20x+1}{(x+1)^{2}}
|
|
desarrollar 4e^x(e^{2x}-e^x)
|
expand\:4e^{x}(e^{2x}-e^{x})
|
|
desarrollar limx\Rightarrow 2(3x^2-5x+2)
|
expand\:limx\Rightarrow\:2(3x^{2}-5x+2)
|
|
desarrollar-((m+n)^2)/4
|
expand\:-\frac{(m+n)^{2}}{4}
|
|
desarrollar ((rxH-xqy)H)/G
|
expand\:\frac{(rxH-xqy)H}{G}
|
|
desarrollar (6xy^3+cos(y))dy
|
expand\:(6xy^{3}+\cos(y))dy
|
|
desarrollar 8/((s+2)^2(s^2+4))
|
expand\:\frac{8}{(s+2)^{2}(s^{2}+4)}
|
|
desarrollar e^{4x}(e^{2x}-4+e^{5x})
|
expand\:e^{4x}(e^{2x}-4+e^{5x})
|
|
desarrollar-1(26x-21y-69z=436)
|
expand\:-1(26x-21y-69z=436)
|
|
desarrollar (e^x-1)(e^y-1)e^{-x-y}
|
expand\:(e^{x}-1)(e^{y}-1)e^{-x-y}
|
|
desarrollar ((t+3)(3t^2+5))/(2-3t)
|
expand\:\frac{(t+3)(3t^{2}+5)}{2-3t}
|
|
desarrollar (12,-10)y(16,10)
|
expand\:(12,-10)y(16,10)
|
|
desarrollar (2+5x)/((x-e^j)(x-0.8))
|
expand\:\frac{2+5x}{(x-e^{j})(x-0.8)}
|
|
desarrollar (x^4-18x+81)/((x-3)^2)
|
expand\:\frac{x^{4}-18x+81}{(x-3)^{2}}
|
|
desarrollar 1/(s*(s^2+1))
|
expand\:\frac{1}{s\cdot\:(s^{2}+1)}
|
|
d/(dy)((x)(x^3+y^3))
|
\frac{d}{dy}((x)(x^{3}+y^{3}))
|
|
desarrollar a(-1,3)b(7,-1)
|
expand\:a(-1,3)b(7,-1)
|
|
desarrollar (-y+2x)dy
|
expand\:(-y+2x)dy
|
|
desarrollar e^{u^3(u-v^2)}
|
expand\:e^{u^{3}(u-v^{2})}
|
|
desarrollar (3+sqrt(2))x
|
expand\:(3+\sqrt{2})x
|
|
f(x)=((4x+1)^3)/((2x-5)^4)
|
f(x)=\frac{(4x+1)^{3}}{(2x-5)^{4}}
|
|
desarrollar ((x-2)*0.8)/(x-1)
|
expand\:\frac{(x-2)\cdot\:0.8}{x-1}
|
|
desarrollar 7x-8(-x+7=-16+7x)
|
expand\:7x-8(-x+7=-16+7x)
|
|
desarrollar e^{3t-12}h(t-4)
|
expand\:e^{3t-12}h(t-4)
|
|
desarrollar x/((x-3)(x^2+4)^9)
|
expand\:\frac{x}{(x-3)(x^{2}+4)^{9}}
|
|
desarrollar 1/(s(bs+1))
|
expand\:\frac{1}{s(bs+1)}
|
|
desarrollar (-20x+4y=12)9
|
expand\:(-20x+4y=12)9
|
|
desarrollar (3ydx+6dx-xdy=0)(dy)/(xdx)
|
expand\:(3ydx+6dx-xdy=0)\frac{dy}{xdx}
|
|
desarrollar 2(x+1)(ln(x+1))+x+1
|
expand\:2(x+1)(\ln(x+1))+x+1
|
|
d/(dθ)((x)(c+v(x,θ)cos(θ)))
|
\frac{d}{dθ}((x)(c+v(x,θ)\cos(θ)))
|
|
desarrollar 2xy^3dx+3(x^2+1)y^2dy
|
expand\:2xy^{3}dx+3(x^{2}+1)y^{2}dy
|
|
desarrollar A(3,4)-B(1,-1)-C(-5,3)
|
expand\:A(3,4)-B(1,-1)-C(-5,3)
|
|
desarrollar (1-y)y'(t)+2y
|
expand\:(1-y)y\prime\:(t)+2y
|
|
pendiente (-4,-10),(-3,-7)
|
slope\:(-4,-10),(-3,-7)
|
|
desarrollar ((x+6)(x+5))/2
|
expand\:\frac{(x+6)(x+5)}{2}
|
|
simplificar ((z-1-i)/((z+i)(z-i)))^2
|
simplify\:(\frac{z-1-i}{(z+i)(z-i)})^{2}
|
|
desarrollar ((x-4)dx)/(x^3)
|
expand\:\frac{(x-4)dx}{x^{3}}
|
|
desarrollar y'(4)(x^3+y^3=65)
|
expand\:y\prime\:(4)(x^{3}+y^{3}=65)
|
|
desarrollar sqrt(-3x^2)
|
expand\:\sqrt{-3x^{2}}
|
|
desarrollar ((10+r)30)/(40+r)
|
expand\:\frac{(10+r)30}{40+r}
|
|
desarrollar 8(y-c)y'(t)
|
expand\:8(y-c)y\prime\:(t)
|
|
desarrollar cos(3(pi+θ))
|
expand\:\cos(3(π+θ))
|
|
desarrollar (2/k)^4
|
expand\:(\frac{2}{k})^{4}
|
|
desarrollar (3s+1)/((s^2+1)(s-1))
|
expand\:\frac{3s+1}{(s^{2}+1)(s-1)}
|
|
desarrollar sqrt(x)sqrt(x+2)
|
expand\:\sqrt{x}\sqrt{x+2}
|
|
desarrollar ((1+cos(θ))(sin(θ)))dx
|
expand\:((1+\cos(θ))(\sin(θ)))dx
|
|
desarrollar (a(a+3))/(a+2)
|
expand\:\frac{a(a+3)}{a+2}
|
|
desarrollar ((x))/((2x+1)(x-1))
|
expand\:\frac{(x)}{(2x+1)(x-1)}
|
|
desarrollar ((k+1)(2k^2+1))/2
|
expand\:\frac{(k+1)(2k^{2}+1)}{2}
|
|
desarrollar sqrt((a+b)^2+(c+d)^2)
|
expand\:\sqrt{(a+b)^{2}+(c+d)^{2}}
|
|
desarrollar (4(x-2))/3
|
expand\:\frac{4(x-2)}{3}
|
|
desarrollar P_{1}(6,-2)yP_{2}(2,4)
|
expand\:P_{1}(6,-2)yP_{2}(2,4)
|
|
desarrollar (2(29+sqrt(106)))/3
|
expand\:\frac{2(29+\sqrt{106})}{3}
|
|
desarrollar dy(y=5x^2-3x+2 1/(x-1))
|
expand\:dy(y=5x^{2}-3x+2\frac{1}{x-1})
|
|
desarrollar 9/(t(t-3)^2)
|
expand\:\frac{9}{t(t-3)^{2}}
|
|
desarrollar (n-k-1)!(n-k)
|
expand\:(n-k-1)!(n-k)
|
|
desarrollar ((-2t+6)(2t-3))/(t^2)
|
expand\:\frac{(-2t+6)(2t-3)}{t^{2}}
|
|
desarrollar (4,2,3)x(-2,0,-1)
|
expand\:(4,2,3)x(-2,0,-1)
|
|
desarrollar (0.9s)/((s-0.1)(x+0.2))
|
expand\:\frac{0.9s}{(s-0.1)(x+0.2)}
|
|
desarrollar (e^a+e^b)*e^a
|
expand\:(e^{a}+e^{b})\cdot\:e^{a}
|
|
desarrollar (-0.8)(-1.8)(-2.6)
|
expand\:(-0.8)(-1.8)(-2.6)
|
