Asked by Hana
The equation y=3x−2
describes a linear function. How does it compare to the linear function y=3x+2
?(1 point)
Responses
The first function has a growth rate of -2. The second function has a growth rate of 2. They both pass through (0, 3).
The first function has a growth rate of -2. The second function has a growth rate of 2. They both pass through (0, 3).
Both functions have growth rate of 3. The second equation is shifted down from the first equation.
Both functions have growth rate of 3. The second equation is shifted down from the first equation.
The first function has a growth rate of -2. The second function has a growth rate of 2. They both pass through (3, 0).
The first function has a growth rate of -2. The second function has a growth rate of 2. They both pass through (3, 0).
Both functions have a growth rate of 3. The second equation is shifted up from the first equation.
describes a linear function. How does it compare to the linear function y=3x+2
?(1 point)
Responses
The first function has a growth rate of -2. The second function has a growth rate of 2. They both pass through (0, 3).
The first function has a growth rate of -2. The second function has a growth rate of 2. They both pass through (0, 3).
Both functions have growth rate of 3. The second equation is shifted down from the first equation.
Both functions have growth rate of 3. The second equation is shifted down from the first equation.
The first function has a growth rate of -2. The second function has a growth rate of 2. They both pass through (3, 0).
The first function has a growth rate of -2. The second function has a growth rate of 2. They both pass through (3, 0).
Both functions have a growth rate of 3. The second equation is shifted up from the first equation.
Answers
Answered by
haechan
-x+y=3, -2x+2y=3
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.