B. Given the set of domain D={-3, -2, -1, 0, 1, 2, 3}
Construct/ Do the following:
1. Set of ordered pairs such that the range is one less than the domain.
2. Construct table of values such that the range is 2 more than the domain.
3. Write the equation for numbers 1 and 2
Construct/ Do the following:
1. Set of ordered pairs such that the range is one less than the domain.
2. Construct table of values such that the range is 2 more than the domain.
3. Write the equation for numbers 1 and 2
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Answer:
1. The set of ordered pairs such that the range is one less than the domain is shown below.
2. The table of values such that the range is 2 more than the domain is shown below.
3. The equations that represent both numbers 1 and two are show below.
1.
, where 
is the values from the domain.
2.
where 
is the values from the domain.
Step-by-step explanation:
The domain of a function is the set of all numbers or elements of which the function is defined.
The range of a function is the set of all values the function that serves as an output for every input.
Functions Values
The solutions are shown below for each item.
Given the set of domain
2. The condition states that the range is 2 more than the domain.
This means that for each domain, add 2 to form the set of the elements for the range.
The table of values is shown below.
3. From the conditions in 1 and 2, construct the equation.
1.
, where 
is the values from the domain.
2.
where 
is the values from the domain.
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