Sure, I can help with that. The statement "A number less than thrice another number is at most twenty-seven" can be translated into a mathematical inequality as follows:

Let's denote the first number as x and the second number as y.

The phrase "a number less than thrice another number" can be written as "x

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Sure, I can help with that. The statement "A number less than thrice another number is at most twenty-seven" can be translated into a mathematical inequality as follows:

Let's denote the first number as x and the second number as y.

The phrase "a number less than thrice another number" can be written as "x < 3y".

The phrase "is at most twenty-seven" means "is less than or equal to twenty-seven", which can be written as "≤ 27".

So, putting it all together, the inequality that represents the statement is:

x < 3y ≤ 27

Knowee AI · Accepted Answer

Sure, I can help with that. The statement "A number less than thrice another number is at most twenty-seven" can be translated into a mathematical inequality as follows:

Let's denote the first number as x and the second number as y.

The phrase "a number less than thrice another number" can be written as "x < 3y".

The phrase "is at most twenty-seven" means "is less than or equal to twenty-seven", which can be written as "≤ 27".

So, putting it all together, the inequality that represents the statement is:

x < 3y ≤ 27

A number less than thrice another number is at most twenty-seven."?

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