Question

Please can you solve this for me

Answer 1

The problem involves the number 27 and its place values. By applying the distributive property of multiplication over addition, we find that
`(3 * 27 = (3 * 20) + (3 * 7))`, which simplifies to (81 = 60 + 21).

Sure, let's solve this mathematical problem. The problem involves the number 27 and its place values. The number 27 has two digits: 2 in the tens place and 7 in the ones place. So, when we break down 27 according to its place values, it becomes (20 + 7).

The equation provided is
`\(3 * 27 = (3 * \square) + (3 * \square)\)`. By applying the distributive property of multiplication over addition, we get
`\(3 * 27 = (3 * 20) + (3 * 7)\)`. This simplifies to (81 = 60 +21), confirming that both sides of the equation are equal.

This problem demonstrates how algebra can be applied to solve arithmetic problems, showcasing the interconnected nature of different branches of mathematics. It also reinforces the understanding of the distributive property, a fundamental principle in arithmetic and algebra.