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Problemas populares

Temas

Problemas populares de Álgebra

solvefor x,-2y-4=-x-1	solvefor\:x,-2y-4=-x-1
4n-9=x+2	4n-9=x+2
solvefor j,z=-8-2j	solvefor\:j,z=-8-2j
solvefor x,-2=-2x+z	solvefor\:x,-2=-2x+z
solvefor x,2x-y+9=0	solvefor\:x,2x-y+9=0
(((2019)*x))/(2020)=(2019)^{10},(2020)	\frac{((2019)\cdot\:x)}{2020}=(2019)^{10},(2020)
solvefor x,5x-4y=24	solvefor\:x,5x-4y=24
solvefor a, 1/3 (a+b)c=h	solvefor\:a,\frac{1}{3}(a+b)c=h
solvefor y,2x+(y-4/(x^2))2=1	solvefor\:y,2x+(y-\frac{4}{x^{2}})2=1
(y^1)^1+y^1+y=0	(y^{1})^{1}+y^{1}+y=0
solvefor x,y-2=-4(x-3)	solvefor\:x,y-2=-4(x-3)
solvefor x, x/3+y/5 =7	solvefor\:x,\frac{x}{3}+\frac{y}{5}=7
0.2x+2.1=5.3-0.8x	0.2x+2.1=5.3-0.8x
0.3(6y-4)=0.09(3y+5)	0.3(6y-4)=0.09(3y+5)
3b=[((4!15!))/((7!13!))]^{3!}	3b=[\frac{(4!15!)}{(7!13!)}]^{3!}
((x-2/3)*5)/6 = 10/9	\frac{(x-\frac{2}{3})\cdot\:5}{6}=\frac{10}{9}
solvefor x,9x+y=20	solvefor\:x,9x+y=20
19x=(4\mod 141)	19x=(4\mod\:141)
(b)4x+3=1,1(x=-2)	(b)4x+3=1,1(x=-2)
solvefor x,f-1(x)=0.25x+1.75	solvefor\:x,f-1(x)=0.25x+1.75
solvefor y,d^2y-6d+9y=0	solvefor\:y,d^{2}y-6d+9y=0
solvefor x,2x+xy+y=1	solvefor\:x,2x+xy+y=1
5xa+2=17	5xa+2=17
solvefor x,5x+2y=275	solvefor\:x,5x+2y=275
7x+15=3x+31	7x+15=3x+31
b=-57000/1997 e+276000000/1997	b=-\frac{57000}{1997}e+\frac{276000000}{1997}
299x=3,51327=47.07	29\cdot\:9\cdot\:x=3,5\cdot\:13\cdot\:27=47.07
solvefor n,f=f(n-1)+f(n-2)	solvefor\:n,f=f(n-1)+f(n-2)
3x+8=43-2x	3x+8=43-2x
(x+3)/4 = 11/4	\frac{x+3}{4}=\frac{11}{4}
solvefor z,p(1+q^2)=q(z-1)	solvefor\:z,p(1+q^{2})=q(z-1)
solvefor p,3q+p=10	solvefor\:p,3q+p=10
0.12(2x-5)+3x=81	0.12(2x-5)+3x=81
solvefor y,2y+10y=x	solvefor\:y,2y+10y=x
solvefor x,2x+y=24.5	solvefor\:x,2x+y=24.5
solvefor x,3y-2x+12=0	solvefor\:x,3y-2x+12=0
r=((2^{n+4}+2(2^n)))/(3(2^n))	r=\frac{(2^{n+4}+2(2^{n}))}{3(2^{n})}
-9y-8+3y+7=-7y+8y-5y+9	-9y-8+3y+7=-7y+8y-5y+9
2x+10=24	2x+10=24
solvefor x,2x+5y-z=30	solvefor\:x,2x+5y-z=30
2n^2+3n-2*(n-1)^2-3(n-1)=4n+1	2n^{2}+3n-2\cdot\:(n-1)^{2}-3(n-1)=4n+1
2 x/6+45/12 = 67/12	2\frac{x}{6}+\frac{45}{12}=\frac{67}{12}
-x+4x-7=0	-x+4x-7=0
i(z+1)=3z-2	i(z+1)=3z-2
z=(4+5i)+(6-8i)+(3+4i)-(5+6i)-(7-7i)	z=(4+5i)+(6-8i)+(3+4i)-(5+6i)-(7-7i)
25x-1=1252-x	25x-1=1252-x
solvefor x,2x-y+z=5	solvefor\:x,2x-y+z=5
solvefor t,s=(u+v) t/2	solvefor\:t,s=(u+v)\frac{t}{2}
0.07(12000-x)-0.08x=60	0.07(12000-x)-0.08x=60
4x+2=8x-28	4x+2=8x-28
solvefor a,82+b=15a	solvefor\:a,82+b=15a
2z+(7-3i)=9+i	2z+(7-3i)=9+i
a(2)+2x=a(4)	a(2)+2x=a(4)
solvefor x,g(0.3)/4 (7x-1)-(x/7-x-2)=72	solvefor\:x,g\frac{0.3}{4}(7x-1)-(\frac{x}{7}-x-2)=72
3 b/2+1/3 =2 b/3+51/3	3\frac{b}{2}+\frac{1}{3}=2\frac{b}{3}+\frac{51}{3}
solvefor a,2a-b=4	solvefor\:a,2a-b=4
(x-2)3+1=(2x-3)2	(x-2)3+1=(2x-3)2
solvefor x,50x+42y=67	solvefor\:x,50x+42y=67
xij=0	xij=0
a=log_{6}(6)+log_{3}(1)-log_{10}(100)	a=\log_{6}(6)+\log_{3}(1)-\log_{10}(100)
(1/2)r= 1/2	(\frac{1}{2})r=\frac{1}{2}
a=24+(-2)4+25+(-2)5+20+(-2)0	a=24+(-2)4+25+(-2)5+20+(-2)0
solvefor x, x/3+y/2 = 13/6	solvefor\:x,\frac{x}{3}+\frac{y}{2}=\frac{13}{6}
solvefor x,7x+4y=2	solvefor\:x,7x+4y=2
sqrt(3)(1+x)=2(x-3)	\sqrt{3}(1+x)=2(x-3)
(x+3)*0.2+6-2=12	(x+3)\cdot\:0.2+6-2=12
2x-5=-3x-201212	2x-5=-3x-201212
18x=900	18x=900
solvefor x,f(2x+5)=4x+10.41	solvefor\:x,f(2x+5)=4x+10.41
x*0.7=18000	x\cdot\:0.7=18000
solvefor x,4x+8y=-2	solvefor\:x,4x+8y=-2
solvefor x,-6x+5y=-3(2-y)	solvefor\:x,-6x+5y=-3(2-y)
solvefor y,2y-3=x	solvefor\:y,2y-3=x
solvefor n,c=10+15n	solvefor\:n,c=10+15n
a-2*y-(b+y)=4723	a-2\cdot\:y-(b+y)=4723
solvefor b,a=3(b+c)	solvefor\:b,a=3(b+c)
(d^+2d+2)=x^+x+1	(d^{+}2d+2)=x^{+}x+1
solvefor x,7x+y=58	solvefor\:x,7x+y=58
a=(4x-1)(x+3)-4x(x-1)+7x	a=(4x-1)(x+3)-4x(x-1)+7x
solvefor p, p/q =[(2/3)]	solvefor\:p,\frac{p}{q}=[(\frac{2}{3})]
solvefor x,x+y+4x+4y=2	solvefor\:x,x+y+4x+4y=2
3-5x=3x-2x	3-5x=3x-2x
solvefor x,y-8x=4	solvefor\:x,y-8x=4
solvefor x,g=\|f\|	solvefor\:x,g=\left\|f\right\|
solvefor x,8x-11y=43	solvefor\:x,8x-11y=43
solvefor x,y+x=11	solvefor\:x,y+x=11
x+1/100 x=2	x+\frac{1}{100}x=2
solvefor x,x+y=170	solvefor\:x,x+y=170
p(y)=y^2-5y-14	p(y)=y^{2}-5y-14
p=(1-0.25)c	p=(1-0.25)c
x+1030+a=40	x+1030+a=40
solvefor t,(xsqrt(x))^r=x^2xsqrt(x)	solvefor\:t,(x\cdot\:\sqrt{x})^{r}=x^{2}x\cdot\:\sqrt{x}
solvefor x,x+2=2+y	solvefor\:x,x+2=2+y
solvefor x,2x-x=3y	solvefor\:x,2x-x=3y
v^0=0	v^{0}=0
4(x-1)-(2-x)=5(x-2)+4,x=-3ox=3	4(x-1)-(2-x)=5(x-2)+4,x=-3ox=3
x(n)=(1/2)^2*u(n)	x(n)=(\frac{1}{2})^{2}\cdot\:u(n)
solvefor x,p=4x+3y	solvefor\:x,p=4x+3y
25=(2x-1)^2-4(x-2)(x-1)	25=(2x-1)^{2}-4(x-2)(x-1)
solvefor x,y=(y+2)sin(x)	solvefor\:x,y=(y+2)\sin(x)

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