Question
g(x)=(2/5)^x
Plot five point
Plot five point
Answers
GPT 3.5
To plot five points for the function g(x) = (2/5)^x, you can plug in five different x-values and calculate the corresponding y-values.
1. When x = 0:
g(0) = (2/5)^0 = 1
So the point is (0, 1).
2. When x = 1:
g(1) = (2/5)^1 = 2/5
So the point is (1, 2/5).
3. When x = 2:
g(2) = (2/5)^2 = 4/25
So the point is (2, 4/25).
4. When x = -1:
g(-1) = (2/5)^-1 = 5/2
So the point is (-1, 5/2).
5. When x = -2:
g(-2) = (2/5)^-2 = 25/4
So the point is (-2, 25/4).
Plotting these five points on a graph would give you a clear representation of this exponential function.
1. When x = 0:
g(0) = (2/5)^0 = 1
So the point is (0, 1).
2. When x = 1:
g(1) = (2/5)^1 = 2/5
So the point is (1, 2/5).
3. When x = 2:
g(2) = (2/5)^2 = 4/25
So the point is (2, 4/25).
4. When x = -1:
g(-1) = (2/5)^-1 = 5/2
So the point is (-1, 5/2).
5. When x = -2:
g(-2) = (2/5)^-2 = 25/4
So the point is (-2, 25/4).
Plotting these five points on a graph would give you a clear representation of this exponential function.