Asked by James
What do the domain and range of a function compare to in a linear equation?
Answers
Answered by
Damon
I do not know what the question means.
for the general case where
y = m x + b
the domain is all real x, (from -oo to +00)
and the range is all real y.
Now if you have a special case, like m = 0 (horizontal) or x = constant (vertical, well then those are special cases.
for the general case where
y = m x + b
the domain is all real x, (from -oo to +00)
and the range is all real y.
Now if you have a special case, like m = 0 (horizontal) or x = constant (vertical, well then those are special cases.
Answered by
Guido
I want to say what Damon said in a different way.
In the y-intercept equation y = mx + b (an equation that represents linear functions), the domain is ALL REAL NUMBERS going from negative infinity to positive infinity; the range is also ALL REAL NUMBERS y.
Is this what you sought?
In the y-intercept equation y = mx + b (an equation that represents linear functions), the domain is ALL REAL NUMBERS going from negative infinity to positive infinity; the range is also ALL REAL NUMBERS y.
Is this what you sought?
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.