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Which statement is true? \( 1.2<-6.9 \) \( -6.9>-1.2 \) \( 6.9<1.2 \) \( -1.2<6.9 \)

Ask by Klein Ward. in the United States
Jan 29,2025

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Tutor-Verified Answer

Answer

The statement \(-1.2 < 6.9\) is true.

Solution

Let's evaluate each statement to determine which one is true: 1. **\(1.2 < -6.9\)** - **False.** \(1.2\) is greater than \(-6.9\). 2. **\(-6.9 > -1.2\)** - **False.** \(-6.9\) is less than \(-1.2\). 3. **\(6.9 < 1.2\)** - **False.** \(6.9\) is greater than \(1.2\). 4. **\(-1.2 < 6.9\)** - **True.** \(-1.2\) is less than \(6.9\). **Conclusion:** Only the statement **\(-1.2 < 6.9\)** is true.

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Bonus Knowledge

Here's a fun fact: In our number line world, negative numbers are always less than positive ones, making \( -6.9 > -1.2 \) a true gem of inequality! It’s like the older sibling always being older, regardless of how big the number is. Also, think of number comparisons as a tug-of-war between values; when it comes to comparing positive and negative, \( -1.2 < 6.9 \) takes the cake! The positive number easily outpulls the negative one, so this statement is a winner as well.

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