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3 votes
Is 3 ≥ 3(1-¹) ++ true?
Yes
No

1 Answer

3 votes

Yes. This statement is true.

How did we arrive at this assertion?

Let's evaluate the expression:


\[3 \geq 3 * (1^(-1))\]

First, calculate the value inside the parentheses:


\[1^(-1) = (1)/(1) = 1\]

Now substitute this value back into the expression:


\[3 \geq 3 * 1\]

Simplify further:


\[3 \geq 3\]

This statement is true. Therefore, the answer is Yes.

User Chevonne
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