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Problemas populares

Temas

Problemas populares de Álgebra

solvefor a,a+2+1/3 =b+5	solvefor\:a,a+2+\frac{1}{3}=b+5
solvefor x,503x+173y=1	solvefor\:x,503x+173y=1
3x+2=2x-11^-	3x+2=2x-11^{-}
(d^2-m^2)u=-c	(d^{2}-m^{2})u=-c
43*16a=53(13-2)	43\cdot\:16a=53(13-2)
solvefor t,-1+3f=-7-6t	solvefor\:t,-1+3f=-7-6t
z=(7+3i)-(2+8i)+(9-2i)	z=(7+3i)-(2+8i)+(9-2i)
solvefor a,a+b=2032	solvefor\:a,a+b=2032
y=215+0.75(y-20)	y=215+0.75(y-20)
solvefor f,(i)f=2x^3+x^2+x+4	solvefor\:f,(i)f=2x^{3}+x^{2}+x+4
2^2-x= 1/8	2^{2}-x=\frac{1}{8}
solvefor x,y(n)=x(n)+x(n-1)	solvefor\:x,y(n)=x(n)+x(n-1)
solvefor x,xmod=5	solvefor\:x,xmod=5
((4+x))/7-((x+6))/3 =-1	\frac{(4+x)}{7}-\frac{(x+6)}{3}=-1
3x+2=27	3x+2=27
((3x-1))/5 =4	\frac{(3x-1)}{5}=4
solvefor y,8y=6x^2-10x-5x^{-2}	solvefor\:y,8y=6x^{2}-10x-5x^{-2}
solvefor x,[f]^2-[f]^2=f	solvefor\:x,[f]^{2}-[f]^{2}=f
((((2x))/5-1))/((-5))= 1/7	\frac{(\frac{(2x)}{5}-1)}{(-5)}=\frac{1}{7}
solvefor a,5a=(((b+2)^{1/2}))/3	solvefor\:a,5a=\frac{((b+2)^{\frac{1}{2}})}{3}
(x-1)=25^2	(x-1)=25^{2}
log_{10}(5)x=4	\log_{10}(5)x=4
solvefor a,1a+2b+5c+10d=0	solvefor\:a,1a+2b+5c+10d=0
5y+4=9	5y+4=9
solvefor c,v=452.16c*m^3	solvefor\:c,v=452.16c\cdot\:m^{3}
8=6.5a+50	8=6.5a+50
1= x/(4-3)	1=\frac{x}{4-3}
x-3/25 =15.99	x-\frac{3}{25}=15.99
a+0=7	a+0=7
solvefor x,y=y^2cos(x)	solvefor\:x,y=y^{2}\cos(x)
(9028+y)*13=85830+85930	(9028+y)\cdot\:13=85830+85930
solvefor n,t=8n+2	solvefor\:n,t=8n+2
solvefor x,13x-11y=1	solvefor\:x,13x-11y=1
solvefor f,c=5((f-32))/9	solvefor\:f,c=5\frac{(f-32)}{9}
solvefor x,2x+3y= 1/10	solvefor\:x,2x+3y=\frac{1}{10}
1.01t=t+1	1.01t=t+1
solvefor x,7y=5x+30y	solvefor\:x,7y=5x+30y
solvefor x, 1/3 x+2/3 y=1	solvefor\:x,\frac{1}{3}x+\frac{2}{3}y=1
solvefor p,48-4(p+2)+2q=0	solvefor\:p,48-4(p+2)+2q=0
solvefor x,2x-y=340	solvefor\:x,2x-y=340
a=(16x+2)	a=(16x+2)
solvefor x,maxz=-20x+50y	solvefor\:x,maxz=-20x+50y
500=sqrt(580)	500=\sqrt{580}
16x+7.8-4x=405	16x+7.8-4x=405
8p_{3}=100	8p_{3}=100
5a+4=2x+16	5a+4=2x+16
solvefor x,(d^2-2d+4)y=e^cosx	solvefor\:x,(d^{2}-2d+4)y=e^{c}osx
solvefor x,2y=2x+1.2	solvefor\:x,2y=2x+1.2
2.5(2p+5)=5p+12.5	2.5(2p+5)=5p+12.5
solvefor x,150x+250y=55000	solvefor\:x,150x+250y=55000
3x+2=(5x)/(8+4)	3x+2=\frac{5x}{8+4}
(1+3i)*z=1+i	(1+3i)\cdot\:z=1+i
(21/2}{31/3}=\frac{y/(41))/4	\frac{\frac{21}{2}}{\frac{31}{3}}=\frac{\frac{y}{41}}{4}
solvefor x,101x+3y=1	solvefor\:x,101x+3y=1
solvefor x,3x+3 y/4 =-12	solvefor\:x,3x+3\frac{y}{4}=-12
25-15=4x-10	25-15=4x-10
solvefor x,4x+2y+1=0	solvefor\:x,4x+2y+1=0
solvefor x,0.65x+0.9y=50	solvefor\:x,0.65x+0.9y=50
p-5=30	p-5=30
solvefor y, 1/3*x^2-sqrt(11x)+y=0	solvefor\:y,\frac{1}{3}\cdot\:x^{2}-\sqrt{11x}+y=0
solvefor x,f(x-2)=f((x))/4	solvefor\:x,f(x-2)=f\frac{(x)}{4}
0.18(5p-4)=0.5p+0.8	0.18(5p-4)=0.5p+0.8
solvefor a,m(5a+b)=q	solvefor\:a,m(5a+b)=q
2(2)-3y=12	2(2)-3y=12
solvefor x,y-3.2=1.1(x-0.1)	solvefor\:x,y-3.2=1.1(x-0.1)
x/3-1/3 =4	\frac{x}{3}-\frac{1}{3}=4
(3x-7)*0.2=4	(3x-7)\cdot\:0.2=4
solvefor x,f(x+2)=2x+3	solvefor\:x,f(x+2)=2x+3
solvefor x,x+y=2xy	solvefor\:x,x+y=2xy
2-3x+15+2x=x-8x+5	2-3x+15+2x=x-8x+5
solvefor x,5x+4y=60	solvefor\:x,5x+4y=60
solvefor x,3y+3x-9=0	solvefor\:x,3y+3x-9=0
solvefor t,mint=2a+b+3c	solvefor\:t,mint=2a+b+3c
solvefor g,3.067=(1.85)/v+(v^2)/2 g	solvefor\:g,3.067=\frac{1.85}{v}+\frac{v^{2}}{2}g
((12-x))/5 =x	\frac{(12-x)}{5}=x
(x)=15x+100	(x)=15x+100
solvefor a,a+b-c=y^3-9y^2+13y-3	solvefor\:a,a+b-c=y^{3}-9y^{2}+13y-3
20x=(3\mod 109)	20x=(3\mod\:109)
14-(5x)(2x+3)=17-(10x+1)(x-6)	14-(5x)(2x+3)=17-(10x+1)(x-6)
solvefor x,((x+4))/3-((y-9))/6 = 8/3	solvefor\:x,\frac{(x+4)}{3}-\frac{(y-9)}{6}=\frac{8}{3}
solvefor x,y-2=1(x-1)	solvefor\:x,y-2=1(x-1)
(14+(3x-2))/4 =3x	\frac{14+(3x-2)}{4}=3x
solvefor x,7x-10y=70	solvefor\:x,7x-10y=70
2a=sqrt(3)+5	2a=\sqrt{3}+5
solvefor x,7x-3y+11=0	solvefor\:x,7x-3y+11=0
x/6 = 31/2	\frac{x}{6}=\frac{31}{2}
1.5x+2=8	1.5x+2=8
solvefor l,x^nln(1+1/(x^n))=1	solvefor\:l,x^{n}\ln(1+\frac{1}{x^{n}})=1
solvefor b,v= p/2 (b+l)	solvefor\:b,v=\frac{p}{2}(b+l)
2log_{10}(10)(x-2)=4	2\log_{10}(10)(x-2)=4
2x=0.5x+3000	2x=0.5x+3000
1.5(9-c)+3c=3c	1.5(9-c)+3c=3c
solvefor x,2x+3y=1120	solvefor\:x,2x+3y=1120
((x(a+b)))/((a+b))+1/(((a+b)^2))=1	\frac{(x(a+b))}{(a+b)}+\frac{1}{((a+b)^{2})}=1
solvefor x, x/3-y/5 = 22/15	solvefor\:x,\frac{x}{3}-\frac{y}{5}=\frac{22}{15}
solvefor y,(d^2+a^2)y=0	solvefor\:y,(d^{2}+a^{2})y=0
solvefor x,2(x-3)+5y=18	solvefor\:x,2(x-3)+5y=18
4(x^1)+4x=2(3x-1)	4(x^{1})+4x=2(3x-1)
solvefor x,30=(2x+1)+2y	solvefor\:x,30=(2x+1)+2y
5/3 = a/(4.5)	\frac{5}{3}=\frac{a}{4.5}

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