The equation of the graph above is y=23x . If the graph was shifted 3 units up, then the equation of the graph would be____________. (1 point) Responses y=23x−3 y is equal to 2 thirds x minus 3 y=23x+3 y is equal to 2 thirds x plus 3 y=53x y is equal to 5 thirds x y=73x
If the graph is shifted 3 units up, the equation of the graph becomes y=23x+3. So the correct answer is y=23x+3.
To shift the graph 3 units up, we need to add 3 to the equation of the graph.
The original equation is y = 23x.
When we add 3 to the equation, we get y = 23x + 3.
Therefore, the equation of the shifted graph would be y = 23x + 3.
To determine the new equation of the graph after shifting it 3 units up, you need to adjust the constant term in the original equation.
The original equation is y = 23x.
To shift the graph 3 units up, you need to subtract 3 from the constant term. So the new equation will be:
y = 23x - 3.
Therefore, the correct answer is y = 23x - 3.