what is the minimum and maximum value in the domain?
what is the minimum and maximum value in the range?
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Answer:
domain (x), we include values [-4, 3]
range (y), we include values [-3, 4]
Step-by-step explanation:
The domain is the possible x-values of a function, the range is the possible y-values of a function.
On this graph, only x-values -4 to 3 have y-values / have a value on this graph.
And on this graph, only y-values -3 to 4 have values graphed/have an x-value.
When writing range and domain, we write (minimum, maximum)
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**We use ( ) when not including a value
and [ ] when including a value.
(For example, if a line extends to infinity, that must be put in parentheses because you can never reach /include infinity)
(Parentheses are like > and <)
[Brackets are like ≥ and ≤]
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So, for range (y), we include values [-3, 4]
And for domain (x), we include values [-4, 3]
(If you're having trouble remembering which is which, I remember alphabetically. D comes before R, and X comes before Y. Making D go with X and R go with Y.)
Hope this helps!!