useing ration aproximations whichs tatement is true

Question

16 square foot > 4
12 square foot < pi
12 square foot > pi
16 square foot <4

Answer 1

To analyze the statements using rational approximations, we need to compare the values involved:

1. 16 square feet > 4:

   • This statement is true because 16 is greater than 4.

2. 12 square feet < π:

   • The value of π (approximately 3.14) is less than 12, so this statement is false.

3. 12 square feet > π:

   • This statement is true because 12 is greater than π (approximately 3.14).

4. 16 square feet < 4:

   • This statement is false because 16 is greater than 4.

Based on this analysis, the true statements are:

• 16 square feet > 4
• 12 square feet > π

So the statements that are true are the first and third ones.

Answer 2

you can only choose one.

Answer 3

If I can only choose one true statement, then the best choice is:

12 square feet > π

This statement is definitively true and accurate, while the other true statement I mentioned earlier (16 square feet > 4) is also true. Since only one can be chosen, "12 square feet > π" highlights a comparison that involves a more interesting mathematical constant.