(6×1.2)+(12×3.6)+(14×3.3)+(8×0.9)+(18×7.1)+(10×3.3)+(10×5.3)+(16×5.9)+(15×4.8)+(20×8.5)

The result of the expression \((6 \times 1.2) + (12 \times 3.6) + (14 \times 3.3) + (8 \times 0.9) + (18 \times 7.1) + (10 \times 3.3) + (10 \times 5.3) + (16 \times 5.9) + (15 \times 4.8) + (20 \times 8.5)\) is 654.0.

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Here are five related questions to explore:
1. How do you apply the distributive property in expressions like this?
2. Can you explain how multiplication works with decimal numbers?
3. What are some strategies to simplify large expressions step by step?
4. How does rounding impact the result of operations like this?
5. What is the order of operations in mathematical expressions?

**Tip:** Breaking down large expressions into smaller parts can make solving them faster and more manageable.

Explore the solution to the arithmetic expression (6×1.2)+(12×3.6)+(14×3.3)+... which involves applying multiplication, addition, and the distributive property. Learn how to break down large expressions and simplify them step by step. This solution is suitable for students in Grades 6-8.

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