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Evaluate (2a2b3c4 - 6x3y4z5)5

We take each piece of our monomial term inside the parentheses of 2a2b3c4 - 6x3y4z5, and raise it to a power of 5
Piece 1
25 = 2 x 2 x 2 x 2 x 2 = 32

Piece 2
(a2)5 = a(2 x 5) = a10

Piece 3
(b3)5 = b(3 x 5) = b15

Piece 4
(c4-6)5 = c(4-6 x 5) = c20

Piece 5
(x3)5 = x(3 x 5) = x15

Piece 6
(y4)5 = y(4 x 5) = y20

Piece 7
(z5)5 = z(5 x 5) = z25

Piece together our answer:
(2a2b3c4 - 6x3y4z5)5 = 32a10b15c20x15y20z25