Lepton_dyson said:
tiny-tim said:Hi Lepton_dyson! Welcome to PF!
Make up your mind!
If you have degrees on the RHS, you must have degrees (-45 of 'em) on the LHS also.
Lepton_dyson said:
tiny-tim said:divide
and conquer!
The "k" in the function y = tan kx represents the constant in the argument of the tangent function. It determines the rate of change and the shape of the graph.
The period of y = tan kx is equal to π/k. This means that as k increases, the period of the function decreases, and as k decreases, the period increases.
No, the period of y = tan kx can only be positive. This is because the tangent function is symmetric about the y-axis, so it cannot have a negative period.
The range of y = tan kx is all real numbers except for the values where the function is undefined, which occur at every π/2 units. This is because the tangent function has vertical asymptotes at these points.
The value of k determines the slope of the tangent function, so changing it will cause the graph to become steeper or flatter. A larger value of k will result in a steeper graph, while a smaller value of k will result in a flatter graph.