Order the missing numbers from the rational number set from least to greatest. 1.2,−1,0.03,1,−1/2 (2 points) −1 , , , , 1.2

Answer 1

To order the given numbers from least to greatest, let's first convert everything to a common form (either as decimals or fractions) to make the comparison easier:

1. 1.2 (already in decimal)
2. −1 (already in integer form)
3. 0.03 (already in decimal)
4. 1 (already in integer form)
5. −1/2 = −0.5 (convert the fraction to decimal)

Now we have the following decimal values to compare:

1. \(-1\)
2. \(-0.5\) (from \(-1/2\))
3. \(0.03\)
4. \(1\)
5. \(1.2\)

Now, let's arrange these values from least to greatest:

1. −1
2. −0.5
3. 0.03
4. 1
5. 1.2

So the ordered set of numbers from least to greatest is:

\(-1, -0.5, 0.03, 1, 1.2\)