Which TWO of the following
statements are true?
(a) of is less than
b) of is greater than ,
© of is greater than ,
(d) of is less than ,

To tackle this problem, let’s calculate the values for the fractions given in the statements.

First, for statement (a), of is calculated as follows:
. Since is less than , statement (a) is true!

For statement (b), since we already established of is , and indeed it is not greater than , statement (b) is false.

For statement ©, let’s compute of :
, which is also less than , making statement © false.

Lastly, for statement (d), of is calculated:
, and since is greater than , statement (d) is false.

So the only true statement here is (a) of is less than .

Now that you’ve cracked the problem, did you know that fractions play a huge role in real-world situations like cooking? When we adjust recipes or divide portions, understanding fractions helps us make accurate adjustments, ensuring that our meals are just the right size!

If you’re curious about mastering fractions further, you might enjoy exploring online platforms that provide interactive math games and challenges! There are tons of resources out there that turn learning fractions into a fun adventure—making you feel like a math superhero!