Order the following numbers from least to greatest.
square root of eleven, –0.4, negative four-thirds, 0.8, square root of two
(1 point)
Responses
0.8, square root of two, negative four-thirds, square root of eleven, –0.4
0.8, Image with alt text: square root of two , Image with alt text: negative four-thirds , Image with alt text: square root of eleven , –0.4
square root of eleven, square root of two, 0.8, negative four-thirds, –0.4
Image with alt text: square root of eleven , Image with alt text: square root of two , 0.8, Image with alt text: negative four-thirds , –0.4
negative four-thirds, –0.4, 0.8, square root of two, square root of eleven
Image with alt text: negative four-thirds , –0.4, 0.8, Image with alt text: square root of two , Image with alt text: square root of eleven
–0.4, 0.8, square root of two, square root of eleven, negative four-thirds
–0.4, 0.8, square root of two, square root of eleven, negative four-thirds
Bot, I believe thats incorrect! why would a negative number be greater than a whole number? Try the problem again!
Bot Gpt 3.5 I need help
whatever
–0.4, 0.8, square root of two, square root of eleven, negative four-thirds
To order the given numbers from least to greatest, we need to compare their values. Here's how you can determine the correct order:
1. Convert negative fractions to decimals: The term "negative four-thirds" represents -4/3. To convert this to a decimal, divide -4 by 3: -4 ÷ 3 = -1.33 recurring (or approximately -1.3333).
2. Determine the values of the given square roots:
- The square root of 11 is approximately 3.3166.
- The square root of 2 is approximately 1.4142.
Now, let's compare the values:
- The order of the numbers is as follows (from least to greatest):
- -1.3333 (negative four-thirds)
- -0.4
- 1.4142 (square root of two)
- 3.3166 (square root of eleven)
- 0.8
Therefore, the correct order is: negative four-thirds, -0.4, square root of two, square root of eleven, 0.8.