1. State the problem: Simplify and calculate the value of the expression $$(0-6)^2(9-0)^2(5-12)^2$$. 2. Simplify inside the parentheses: $$0-6 = -6$$ $$9-0 = 9$$ $$5-12 = -7$$ 3. Square each result: $$(-6)^2 = 36$$ $$9^2 = 81$$ $$(-7)^2 = 49$$ 4. Multiply the squared values: $$36 \times 81 = 2916$$ $$2916 \times 49 = 142884$$ 5. Final answer: $$142884$$ Thus, the value of the expression is $142884$.