Answer:

1. >

2. <

3. =

4. >

5. >

6. <

7. <

8. >

9. >

10. <

Step-by-step explanation:

Comparing Decimals

Comparing decimals is the same as comparing other numbers. They are also being compared based on the different place values from left to right. If the place value that you have to compare has the same digits, then compare the next digits. The symbols > (greater than), < (less than) and = (equal to) are used to compare.

Let us now compare the given decimals above. Remember to start from left to right. If the first digits are equal, then compare the next digits.

1. 1.396 > 0.95

Compare the ones.

1 is greater than 0 so the answer is >.

2. 0.29 < 0.3

Compare the tenths.

2 is less than 3 so it is <.

3. 6.5 = 6.500

They are equal because adding zeros to 6.5 is the same as 6.500 and removing zeros to 6.500 is the same as 6.5.

4. 7.4 > 7.049

Since ones are equal, compare its tenths.

4 is greater than 0 so it is >.

5. 27.5 > 27.492

Since the whole numbers are equal, compare its tenths.

5 is greater than 4 so it is >.

6. 2.35 < 2.53

Since ones are equal, compare its tenths.

3 is less than 5 so it is <.

7. 0.1 < 0.99

Compare tenths.

1 is less than 9 so it is <.

8. 4.07 > 4.017

Since ones and tenths are equal, compare their hundredths.

7 is greater than 1 so it is >.

9. 10.07 > 10.067

Since the whole numbers and tenths are equal, compare their hundredths.

7 is greater than 6 so it is >.

10. 1.0 < 1.01

Since ones and tenths are the same, compare hundredths.

Add an extra zero to the right of the digit 0 in the decimal 1.0 so they will have the same number of decimal digits. It will become 1.00.

0 is less than 1 so it is <.

Answer:

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