Answer: 6x8x2x3x4x5 and 8x6.
Explanation:
To determine which expressions give the area of the figure in square units, we need to identify the expressions that involve multiplication and represent the product of two or more dimensions.
Let's go through each expression:
1. (5+6)x(3+2): This expression involves addition, not multiplication. Therefore, it does not represent the area of the figure.
2. (8x6)-(3x4): This expression involves both addition and subtraction, not just multiplication. Therefore, it does not represent the area of the figure.
3. 6x8x2x3x4x5: This expression involves multiplication of multiple numbers. The product of these numbers represents the area of the figure. So, this expression represents the area of the figure.
4. (5x6)+(3x2): This expression involves both addition and multiplication. It does not represent the area of the figure.
5. 8x6: This expression only involves multiplication of two numbers. The product of these numbers represents the area of the figure. So, this expression represents the area of the figure.
In summary, the expressions that give the area of the figure in square units are 6x8x2x3x4x5 and 8x6.