t=3(3a+4)(3a+4)

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Solution for t=3(3a+4)(3a+4) equation:


Simplifying
t = 3(3a + 4)(3a + 4)

Reorder the terms:
t = 3(4 + 3a)(3a + 4)

Reorder the terms:
t = 3(4 + 3a)(4 + 3a)

Multiply (4 + 3a) * (4 + 3a)
t = 3(4(4 + 3a) + 3a * (4 + 3a))
t = 3((4 * 4 + 3a * 4) + 3a * (4 + 3a))
t = 3((16 + 12a) + 3a * (4 + 3a))
t = 3(16 + 12a + (4 * 3a + 3a * 3a))
t = 3(16 + 12a + (12a + 9a2))

Combine like terms: 12a + 12a = 24a
t = 3(16 + 24a + 9a2)
t = (16 * 3 + 24a * 3 + 9a2 * 3)
t = (48 + 72a + 27a2)

Solving
t = 48 + 72a + 27a2

Solving for variable 't'.

Move all terms containing t to the left, all other terms to the right.

Simplifying
t = 48 + 72a + 27a2

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