34. Arrange in order from smallest to largest.
2.05,25/10 , 2.0513, 2.059,251/100 , 2.0515, 2.052, 2.051. I do not understand how to do this, please help me.
Let's start with the fractions:
25/10 and 251/100
Divide: 25/10 = 2.5
251/100 = 2.51
Now, look at the decimals
2.05, 2.0513, 2.059, 2.0515, 2.052, 2.051
The smallest is 2.05.
Look at the numbers after 5 and arrange them in order:
To get you started: 2.05, 2.051, 2.0513
I think you can finish arranging the decimals in order.
Since the two fractions are larger than 2.05, they will go at the end.
To arrange the given numbers in order from smallest to largest, follow these steps:
Step 1: Convert any fractions to decimal form.
Let's convert the fractions to decimal form:
25/10 = 2.5
251/100 = 2.51
Now, we have the following numbers:
2.05, 2.5, 2.0513, 2.059, 2.51, 2.0515, 2.052, 2.051
Step 2: Start comparing the numbers and arrange them in ascending order.
Start comparing the numbers from left to right:
2.05 < 2.5, so 2.05 comes before 2.5
Next, compare 2.05 with 2.0513. Since 2.0513 is greater, it comes after 2.05.
Continue this process until all numbers are arranged:
2.05 < 2.0513 < 2.0515 < 2.052 < 2.059 < 2.5 < 2.51
Therefore, the numbers arranged in order from smallest to largest are:
2.05, 2.0513, 2.0515, 2.052, 2.059, 2.5, 2.51