=(m^2+8)(m^2+8)(m^2+8)

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Solution for =(m^2+8)(m^2+8)(m^2+8) equation: 


Simplifying
0 = (m2 + 8)(m2 + 8)(m2 + 8)

Reorder the terms:
0 = (8 + m2)(m2 + 8)(m2 + 8)

Reorder the terms:
0 = (8 + m2)(8 + m2)(m2 + 8)

Reorder the terms:
0 = (8 + m2)(8 + m2)(8 + m2)

Multiply (8 + m2) * (8 + m2)
0 = (8(8 + m2) + m2(8 + m2))(8 + m2)
0 = ((8 * 8 + m2 * 8) + m2(8 + m2))(8 + m2)
0 = ((64 + 8m2) + m2(8 + m2))(8 + m2)
0 = (64 + 8m2 + (8 * m2 + m2 * m2))(8 + m2)
0 = (64 + 8m2 + (8m2 + m4))(8 + m2)

Combine like terms: 8m2 + 8m2 = 16m2
0 = (64 + 16m2 + m4)(8 + m2)

Multiply (64 + 16m2 + m4) * (8 + m2)
0 = (64(8 + m2) + 16m2 * (8 + m2) + m4(8 + m2))
0 = ((8 * 64 + m2 * 64) + 16m2 * (8 + m2) + m4(8 + m2))
0 = ((512 + 64m2) + 16m2 * (8 + m2) + m4(8 + m2))
0 = (512 + 64m2 + (8 * 16m2 + m2 * 16m2) + m4(8 + m2))
0 = (512 + 64m2 + (128m2 + 16m4) + m4(8 + m2))
0 = (512 + 64m2 + 128m2 + 16m4 + (8 * m4 + m2 * m4))
0 = (512 + 64m2 + 128m2 + 16m4 + (8m4 + m6))

Combine like terms: 64m2 + 128m2 = 192m2
0 = (512 + 192m2 + 16m4 + 8m4 + m6)

Combine like terms: 16m4 + 8m4 = 24m4
0 = (512 + 192m2 + 24m4 + m6)

Solving
0 = 512 + 192m2 + 24m4 + m6

Solving for variable 'm'.

Combine like terms: 0 + -512 = -512
-512 + -192m2 + -24m4 + -1m6 = 512 + 192m2 + 24m4 + m6 + -512 + -192m2 + -24m4 + -1m6

Reorder the terms:
-512 + -192m2 + -24m4 + -1m6 = 512 + -512 + 192m2 + -192m2 + 24m4 + -24m4 + m6 + -1m6

Combine like terms: 512 + -512 = 0
-512 + -192m2 + -24m4 + -1m6 = 0 + 192m2 + -192m2 + 24m4 + -24m4 + m6 + -1m6
-512 + -192m2 + -24m4 + -1m6 = 192m2 + -192m2 + 24m4 + -24m4 + m6 + -1m6

Combine like terms: 192m2 + -192m2 = 0
-512 + -192m2 + -24m4 + -1m6 = 0 + 24m4 + -24m4 + m6 + -1m6
-512 + -192m2 + -24m4 + -1m6 = 24m4 + -24m4 + m6 + -1m6

Combine like terms: 24m4 + -24m4 = 0
-512 + -192m2 + -24m4 + -1m6 = 0 + m6 + -1m6
-512 + -192m2 + -24m4 + -1m6 = m6 + -1m6

Combine like terms: m6 + -1m6 = 0
-512 + -192m2 + -24m4 + -1m6 = 0

Factor out the Greatest Common Factor (GCF), '-1'.
-1(512 + 192m2 + 24m4 + m6) = 0

Ignore the factor -1.

Subproblem 1
Set the factor '(512 + 192m2 + 24m4 + m6)' equal to zero and attempt to solve:

Simplifying
512 + 192m2 + 24m4 + m6 = 0

Solving
512 + 192m2 + 24m4 + m6 = 0

The solution to this equation could not be determined.

This subproblem is being ignored because a solution could not be determined.

The solution to this equation could not be determined.

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