Order the numbers from least to greatest 2/9,21%,0.21, and 11/50
2/9, 11/50, 0.21, 21%
To compare the decimal and percentage values with the fractions, we need to convert them to fractions as well:
21% = 21/100
0.21 = 21/100
Then we can compare them all:
2/9 ≈ 0.22
11/50 ≈ 0.22
21/100 = 0.21
So the order from least to greatest is:
2/9, 11/50, 0.21, 21%
What is the greatest portion 12.3,36/301,0.121212,23/150,and 46/307
To compare these portions, we need to convert all the fractions and repeating decimals to decimals:
36/301 ≈ 0.1196
23/150 ≈ 0.15
46/307 ≈ 0.1498
So the portions are:
12.3, 0.121212, 0.1196, 0.1498, 0.15
The greatest portion is 12.3.
To order the numbers from least to greatest, we can follow these steps:
1. Convert all the numbers to a common format if needed. In this case, we have a mix of fractions and percentages, so let's convert them all to decimal form.
Converting 2/9 to a decimal:
Divide 2 by 9: 2 ÷ 9 = 0.2222 (approximately)
Converting 21% to a decimal:
Take 21 and divide it by 100: 21 ÷ 100 = 0.21
Converting 11/50 to a decimal:
Divide 11 by 50: 11 ÷ 50 = 0.22
Now we have four decimal numbers: 0.2222, 0.21, 0.21, and 0.22.
2. Compare the decimals and order them from least to greatest.
0.21 is less than 0.21 (they are equal), so we can just think of them as one number for now.
0.21 (or 0.21) is less than 0.22.
Lastly, we compare 0.2222 to 0.21 (or 0.21). 0.2222 is greater than 0.21 (or 0.21).
So, the numbers from least to greatest are:
0.21 (or 0.21), 0.21 (or 0.21), 0.22, 0.2222