Range - SAT Subject Test in Math I
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What is the range of the function?
What is the range of the function?
To find the range of a function we need to find the y values that the function will cover. To do this we can create a table of values identifying the x and y values of the function.
In our case we get the following
We see that these values great a parabola opening up and the y values at the lowest point is 7 and goes up to infinity. Therefore, the range of this function is
To find the range of a function we need to find the y values that the function will cover. To do this we can create a table of values identifying the x and y values of the function.
In our case we get the following
We see that these values great a parabola opening up and the y values at the lowest point is 7 and goes up to infinity. Therefore, the range of this function is
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Find the range of the following set of numbers:
Find the range of the following set of numbers:
First, we must order these numbers from smallest to largest.
Next, subtract the smallest from the largest.
First, we must order these numbers from smallest to largest.
Next, subtract the smallest from the largest.
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Find the range of the following set of numbers:
Find the range of the following set of numbers:
First, we must order these numbers from smallest to largest.
Next, subtract the smallest from the largest.
First, we must order these numbers from smallest to largest.
Next, subtract the smallest from the largest.
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What is the range?
What is the range?
Range is the difference between the largest and smallest number in the set. In this case the smallest number is 
and the largest number is 
. The difference between the two numbers is 
.
Range is the difference between the largest and smallest number in the set. In this case the smallest number is
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What is the range?
What is the range?
Range is the difference between the biggest and smallest number in the set. The smallest number in the set is 
. Remember, the bigger the negative value, the smaller it is. The largest number in the set is 
. We take the difference. Two minus signs become a plus so our answer is 
.
Range is the difference between the biggest and smallest number in the set. The smallest number in the set is
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If the maximum in a set goes up by 
, how does this affect the range?
If the maximum in a set goes up by
The range is the distance from the maximum number to the minimum number of a set.
If the max goes up by 
, then the max will be 
more values away from the min than it was before.
This will increase your range by 
.
The range is the distance from the maximum number to the minimum number of a set.
If the max goes up by
This will increase your range by
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What is the range of: 
?
What is the range of:
Step 1: Arrange the numbers from smallest to largest...
Step 2: Subtract the smallest number FROM the largest number...
Step 3: Evaluate..
Step 1: Arrange the numbers from smallest to largest...
Step 2: Subtract the smallest number FROM the largest number...
Step 3: Evaluate..
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Find the range of the following set:
Find the range of the following set:
To find the range of a set, subtract the smallest number in the set from the largest number in the set.
For this set, the smallest number is 5 and the largest number is 16. To solve, subtract these numbers:
To find the range of a set, subtract the smallest number in the set from the largest number in the set.
For this set, the smallest number is 5 and the largest number is 16. To solve, subtract these numbers:
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Find the range of the following set:
Find the range of the following set:
To find the range of a set, subtract the smallest number in the set from the largest number in the set
In this case, the smallest number is 27 and the largest number is 44. To solve, subtract these numbers.
To find the range of a set, subtract the smallest number in the set from the largest number in the set
In this case, the smallest number is 27 and the largest number is 44. To solve, subtract these numbers.
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Find the range of the following set:
Find the range of the following set:
To find the range of a set, subtract the smallest number in the set from the largest number in the set
In this case, the smallest number is 91 and the largest number is 6. To solve, subtract these numbers.
To find the range of a set, subtract the smallest number in the set from the largest number in the set
In this case, the smallest number is 91 and the largest number is 6. To solve, subtract these numbers.
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Determine the range of: 
Determine the range of:
The range is the difference between the largest and smallest numbers.
The largest number is: 
The smallest number is: 
Subtract the numbers.
The answer is: 
The range is the difference between the largest and smallest numbers.
The largest number is:
The smallest number is:
Subtract the numbers.
The answer is:
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Determine the range of the following numbers: 
Determine the range of the following numbers:
The range is the difference between the largest and smallest numbers.
The largest number is 11.
The smallest number is 
.
Subtract the two numbers.
The answer is: 
The range is the difference between the largest and smallest numbers.
The largest number is 11.
The smallest number is
Subtract the two numbers.
The answer is:
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Determine the range of the numbers: 
Determine the range of the numbers:
The range is the difference of the largest and smallest numbers.
The largest number is 14.
The smallest number is: 
Subtract both numbers.
The answer is: 
The range is the difference of the largest and smallest numbers.
The largest number is 14.
The smallest number is:
Subtract both numbers.
The answer is:
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