a[a+1][a+2]=1716

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Solution for a[a+1][a+2]=1716 equation: 


Simplifying
a[a + 1][a + 2] = 1716

Reorder the terms:
a[1 + a][a + 2] = 1716

Reorder the terms:
a[1 + a][2 + a] = 1716

Multiply [1 + a] * [2 + a]
a[1[2 + a] + a[2 + a]] = 1716
a[[2 * 1 + a * 1] + a[2 + a]] = 1716
a[[2 + 1a] + a[2 + a]] = 1716
a[2 + 1a + [2 * a + a * a]] = 1716
a[2 + 1a + [2a + a2]] = 1716

Combine like terms: 1a + 2a = 3a
a[2 + 3a + a2] = 1716
[2 * a + 3a * a + a2 * a] = 1716
[2a + 3a2 + a3] = 1716

Solving
2a + 3a2 + a3 = 1716

Solving for variable 'a'.

Reorder the terms:
-1716 + 2a + 3a2 + a3 = 1716 + -1716

Combine like terms: 1716 + -1716 = 0
-1716 + 2a + 3a2 + a3 = 0

The solution to this equation could not be determined.

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