What is the appropriate decimal number?
0.66 < ? < 0.67
What is the appropriate decimal number?
\( 0.66 < ? < 0.67 \)
Fill in the compatible number:
\( 0.45 < ? < 0.5 \)
What is the appropriate decimal number?
\( 0.7 < ? < 0.8 \)
Fill in the missing value (?):
\( 0.55 < ? < 0.57 \)
Select the compatible number:
\( 0.22 < ? < 0.25 \)
What is the appropriate decimal number?
0.66 < ? < 0.67
In order to discover our range of numbers, we will first add 0 to both numbers as follows:
This means our number will be in the range between 0.660 and 0.670
The numbers that exist in this range are:
We will look at the answers and see that 0.665 is within this range and therefore this is the correct answer
Fill in the compatible number:
0.45 < ? < 0.5
Let's add 0 to the number 0.5 to reveal the range between the two numbers:
In other words, the number should be between 45 and 50
Therefore, the appropriate answer is 0.48
What is the appropriate decimal number?
0.7 < ? < 0.8
We will add 0 to the number 0.7 and to the number 0.8 to reveal the range between the two numbers:
In other words, the number should be between 70 and 80
Therefore, the appropriate answer is 0.75
Fill in the missing value (?):
0.55 < ? < 0.57
The range of numbers in which the missing number can be is between 0.55 and 0.57.
The only number that is between those numbers is 56.
Therefore, the correct answer is (d).
Select the compatible number:
0.22 < ? < 0.25
The range of numbers in which the missing number should be is between 22 and 25
The only number among the answers that falls within this range is 24
Therefore, the correct answer is 0.24
What is the missing number?
\( 0.47 < ? < 0.5 \)
What is the appropriate decimal number?
\( 0.2 < ? < 0.3 \)
What is the appropriate decimal number?
\( 0.1 < ? < 0.2 \)
Select a compatible number for the given range:
\( 0.98 < ? < 1 \)
Select a compatible number for the given range:
\( 0.46 < ? < 0.49 \)
What is the missing number?
0.47 < ? < 0.5
To work out the range of numbers, we will add 0 to the number 0.5 as follows:
In other words, our number should be between and .
The numbers that exist within this range are and .
Looking at the options, we can see that the only possible answer is .
What is the appropriate decimal number?
0.2 < ? < 0.3
To see which numbers appear in our number range, we will first add 0 to both numbers as follows:
This means our number is between 0.20 and 0.30
The numbers existing in this range are:
Looking at the answers, we can see that 0.28 is the correct answer.
What is the appropriate decimal number?
0.1 < ? < 0.2
In order to discover our number range, we will first add 0 to both numbers as follows:
This means our number will be in the range between 0.10 and 0.20
The numbers that exist in this range are:
We'll look at the answers and see that 0.15 is within this range, and therefore it is the correct answer
Select a compatible number for the given range:
0.98 < ? < 1
In order to discover our number range, we will first add zeros to the number 1 as follows:
This means our number will be in the range between 0.98 and 0.100
The numbers existing in this range are:
Therefore, this is the correct answer.
Select a compatible number for the given range:
0.46 < ? < 0.49
Let's look at our range of numbers and we'll see that our number is between 0.46 and 0.49
The numbers that exist in this range are:
Let's look at the answers and we'll see that 0.48 is within this range and therefore it is the correct answer