(x+13)(x+13)(x+13)(x+13)(x+13)=25

Simple and best practice solution for (x+13)(x+13)(x+13)(x+13)(x+13)=25 equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for (x+13)(x+13)(x+13)(x+13)(x+13)=25 equation: 


Simplifying
(x + 13)(x + 13)(x + 13)(x + 13)(x + 13) = 25

Reorder the terms:
(13 + x)(x + 13)(x + 13)(x + 13)(x + 13) = 25

Reorder the terms:
(13 + x)(13 + x)(x + 13)(x + 13)(x + 13) = 25

Reorder the terms:
(13 + x)(13 + x)(13 + x)(x + 13)(x + 13) = 25

Reorder the terms:
(13 + x)(13 + x)(13 + x)(13 + x)(x + 13) = 25

Reorder the terms:
(13 + x)(13 + x)(13 + x)(13 + x)(13 + x) = 25

Multiply (13 + x) * (13 + x)
(13(13 + x) + x(13 + x))(13 + x)(13 + x)(13 + x) = 25
((13 * 13 + x * 13) + x(13 + x))(13 + x)(13 + x)(13 + x) = 25
((169 + 13x) + x(13 + x))(13 + x)(13 + x)(13 + x) = 25
(169 + 13x + (13 * x + x * x))(13 + x)(13 + x)(13 + x) = 25
(169 + 13x + (13x + x2))(13 + x)(13 + x)(13 + x) = 25

Combine like terms: 13x + 13x = 26x
(169 + 26x + x2)(13 + x)(13 + x)(13 + x) = 25

Multiply (169 + 26x + x2) * (13 + x)
(169(13 + x) + 26x * (13 + x) + x2(13 + x))(13 + x)(13 + x) = 25
((13 * 169 + x * 169) + 26x * (13 + x) + x2(13 + x))(13 + x)(13 + x) = 25
((2197 + 169x) + 26x * (13 + x) + x2(13 + x))(13 + x)(13 + x) = 25
(2197 + 169x + (13 * 26x + x * 26x) + x2(13 + x))(13 + x)(13 + x) = 25
(2197 + 169x + (338x + 26x2) + x2(13 + x))(13 + x)(13 + x) = 25
(2197 + 169x + 338x + 26x2 + (13 * x2 + x * x2))(13 + x)(13 + x) = 25
(2197 + 169x + 338x + 26x2 + (13x2 + x3))(13 + x)(13 + x) = 25

Combine like terms: 169x + 338x = 507x
(2197 + 507x + 26x2 + 13x2 + x3)(13 + x)(13 + x) = 25

Combine like terms: 26x2 + 13x2 = 39x2
(2197 + 507x + 39x2 + x3)(13 + x)(13 + x) = 25

Multiply (2197 + 507x + 39x2 + x3) * (13 + x)
(2197(13 + x) + 507x * (13 + x) + 39x2 * (13 + x) + x3(13 + x))(13 + x) = 25
((13 * 2197 + x * 2197) + 507x * (13 + x) + 39x2 * (13 + x) + x3(13 + x))(13 + x) = 25
((28561 + 2197x) + 507x * (13 + x) + 39x2 * (13 + x) + x3(13 + x))(13 + x) = 25
(28561 + 2197x + (13 * 507x + x * 507x) + 39x2 * (13 + x) + x3(13 + x))(13 + x) = 25
(28561 + 2197x + (6591x + 507x2) + 39x2 * (13 + x) + x3(13 + x))(13 + x) = 25
(28561 + 2197x + 6591x + 507x2 + (13 * 39x2 + x * 39x2) + x3(13 + x))(13 + x) = 25
(28561 + 2197x + 6591x + 507x2 + (507x2 + 39x3) + x3(13 + x))(13 + x) = 25
(28561 + 2197x + 6591x + 507x2 + 507x2 + 39x3 + (13 * x3 + x * x3))(13 + x) = 25
(28561 + 2197x + 6591x + 507x2 + 507x2 + 39x3 + (13x3 + x4))(13 + x) = 25

Combine like terms: 2197x + 6591x = 8788x
(28561 + 8788x + 507x2 + 507x2 + 39x3 + 13x3 + x4)(13 + x) = 25

Combine like terms: 507x2 + 507x2 = 1014x2
(28561 + 8788x + 1014x2 + 39x3 + 13x3 + x4)(13 + x) = 25

Combine like terms: 39x3 + 13x3 = 52x3
(28561 + 8788x + 1014x2 + 52x3 + x4)(13 + x) = 25

Multiply (28561 + 8788x + 1014x2 + 52x3 + x4) * (13 + x)
(28561(13 + x) + 8788x * (13 + x) + 1014x2 * (13 + x) + 52x3 * (13 + x) + x4(13 + x)) = 25
((13 * 28561 + x * 28561) + 8788x * (13 + x) + 1014x2 * (13 + x) + 52x3 * (13 + x) + x4(13 + x)) = 25
((371293 + 28561x) + 8788x * (13 + x) + 1014x2 * (13 + x) + 52x3 * (13 + x) + x4(13 + x)) = 25
(371293 + 28561x + (13 * 8788x + x * 8788x) + 1014x2 * (13 + x) + 52x3 * (13 + x) + x4(13 + x)) = 25
(371293 + 28561x + (114244x + 8788x2) + 1014x2 * (13 + x) + 52x3 * (13 + x) + x4(13 + x)) = 25
(371293 + 28561x + 114244x + 8788x2 + (13 * 1014x2 + x * 1014x2) + 52x3 * (13 + x) + x4(13 + x)) = 25
(371293 + 28561x + 114244x + 8788x2 + (13182x2 + 1014x3) + 52x3 * (13 + x) + x4(13 + x)) = 25
(371293 + 28561x + 114244x + 8788x2 + 13182x2 + 1014x3 + (13 * 52x3 + x * 52x3) + x4(13 + x)) = 25
(371293 + 28561x + 114244x + 8788x2 + 13182x2 + 1014x3 + (676x3 + 52x4) + x4(13 + x)) = 25
(371293 + 28561x + 114244x + 8788x2 + 13182x2 + 1014x3 + 676x3 + 52x4 + (13 * x4 + x * x4)) = 25
(371293 + 28561x + 114244x + 8788x2 + 13182x2 + 1014x3 + 676x3 + 52x4 + (13x4 + x5)) = 25

Combine like terms: 28561x + 114244x = 142805x
(371293 + 142805x + 8788x2 + 13182x2 + 1014x3 + 676x3 + 52x4 + 13x4 + x5) = 25

Combine like terms: 8788x2 + 13182x2 = 21970x2
(371293 + 142805x + 21970x2 + 1014x3 + 676x3 + 52x4 + 13x4 + x5) = 25

Combine like terms: 1014x3 + 676x3 = 1690x3
(371293 + 142805x + 21970x2 + 1690x3 + 52x4 + 13x4 + x5) = 25

Combine like terms: 52x4 + 13x4 = 65x4
(371293 + 142805x + 21970x2 + 1690x3 + 65x4 + x5) = 25

Solving
371293 + 142805x + 21970x2 + 1690x3 + 65x4 + x5 = 25

Solving for variable 'x'.

Reorder the terms:
371293 + -25 + 142805x + 21970x2 + 1690x3 + 65x4 + x5 = 25 + -25

Combine like terms: 371293 + -25 = 371268
371268 + 142805x + 21970x2 + 1690x3 + 65x4 + x5 = 25 + -25

Combine like terms: 25 + -25 = 0
371268 + 142805x + 21970x2 + 1690x3 + 65x4 + x5 = 0

The solution to this equation could not be determined.

See similar equations:

| -6x-20=7-3x | | 10*x=12*5 | | 11.6*8.3=x*6.7 | | 9m-19=3+1 | | 10*6=8*x | | -7(9+4k)=27 | | -1=x^3-28x+180 | | 5-6(y+2)=-1 | | -5-8x=-2x | | 8c-4-5=6c+3 | | x^5-x^4-9x^3-13x^2+8x-12=0 | | x^6-8x^2-16=0 | | 12f-6=138 | | 3-5(p+1)=-7 | | 2x-x+3=3x-2x+3 | | -2x+4(4x+2)=3(5x-3)+16 | | 12*5=8*x | | 16*x=28*10 | | -x^3+9x^2-28=0 | | 8*3.6=5*y | | 2(4x-2)+x=16-x | | f(x)=3x^2(2x-6) | | 10(x+4)=5(x-10)+50 | | 15=-11e+4 | | 2(4x-2)x=16-x | | 4x+25=425 | | 7(7m-2)-29m=4(5m+8)-46 | | 2x^3-8x^2+6x-4=0 | | 6r-12=-12+8r | | 11x+5=4x+5 | | r^2-14r+28=8 | | 5.8w+5.1=5.6w+3.1 |

Equations solver categories