Write an equation for the function whose graph is in the shape of
g1(x),
but shifted seven units up
g2(x) = g1(x)+7
To shift the graph of a function g1(x) seven units up, you can add 7 to the original function. The equation for the shifted function g(x) would be:
g(x) = g1(x) + 7
To find the equation for the function g1(x) shifted seven units up, you need to add 7 to the original function.
The equation for the function g1(x) is typically written as:
y = g1(x)
To shift it upwards by 7 units, you add 7 to the right side of the equation:
y = g1(x) + 7
This equation represents the function g1(x) shifted 7 units up.