To order the numbers from least to greatest, let's first understand their values:
- \(-0.6\) is simply -0.6.
- \(0.714285\) (with a repeating decimal) is approximately 0.714285714285...
- \(-3.670\) (with a repeating decimal) is approximately -3.670670670670...
- \(-2.64575131\) is approximately -2.64575131.
Now, let's compare them:
- The smallest number is \(-3.670...\), which is less than both \(-2.64575131\) and \(-0.6\).
- Next is \(-2.64575131\).
- Then, \(-0.6\) is greater than both of the negatives.
- Finally, \(0.714285...\) is the largest.
Putting all of this together, the order from least to greatest is:
-3.670¯, -2.64575131, -0.6, 0.714285¯.