Question

FAST Math Break apart the factor in the rectangle 7|x 8 = (_ x 8) + (2 x 8) E + 16 56

Answer 1

`\(7|x = (5 * 8) + (2 * 8) = 40 + 16 = 56\)`Learning to deconstruct factors into smaller, more easily calculable parts can be a useful strategy when dealing with complex multiplication problems, allowing for a more efficient and organized approach to solving mathematical equations involving multiplication.

Explanation:

To break apart the factor in the rectangle
`\(7|x * 8\),`we can distribute the
`7 as \(5 * 8\) and \(2 * 8\),` resulting in
`\(40 + 16 = 56\),` which satisfies the equation. This means that
`\(7|x\) equals \(56\)`when multiplied by 8. Understanding that
`\(7\)`can be split into 5 and 2, each multiplied by 8 separately, demonstrates how the original factor can be rearranged into more manageable components that add up to the final product of 56. This method simplifies the multiplication process and provides a clearer understanding of the equation.

Learning to deconstruct factors into smaller, more easily calculable parts can be a useful strategy when dealing with complex multiplication problems, allowing for a more efficient and organized approach to solving mathematical equations involving multiplication.