The graph of the exponential function y=ax will always pass through y=1 true or false
y=ax is not an exponential
y = a^x is, and, like ALL exponentials, goes through the point (0,1), so yes, it goes through the line y=1.
True. The graph of the exponential function y = ax will always pass through the y-axis at y = 1, regardless of the value of a.
False. The graph of the exponential function y=ax will not always pass through y=1. Whether or not it passes through y=1 depends on the value of the exponent a.
To determine when the graph passes through y=1, we need to solve the equation y=ax for y=1. This gives us 1=ax.
If a is equal to 1, then the equation becomes 1 = 1x, which is true for all values of x. So in this case, the graph of y=ax will always pass through y=1.
However, if a is not equal to 1, then the equation 1=ax will only have a solution when x=0. In other words, the graph of y=ax will only pass through y=1 when x=0.
Therefore, we can conclude that the statement "The graph of the exponential function y=ax will always pass through y=1" is false, as it depends on the value of a.