Boy isn't this fun
Can someone please tell me if this is right or wrong?
If g(x) = bx and h(x) = logbx, would the graphs of these functions intersect if b = 1? If so, at what ordered pair?
g(x) = x and h(x) = log(x)
g(x) = x is a straight line through the Origin with a slope of 1
h(x) crosses the x-axis at (1,0) and does not intersect g(x).
log(x) = x has no solution.
Would this be right or wrong? If it's wrong how can I answer the question. If it is partly right how can I do this problem in a way that would get me full marks? Do i need to show anything else in teh answer?
sorry for not being clear. Basically i mean:
If g(x) = b^x and h(x) = would the graphs of these functions intersect if b = 1? If so, at what ordered pair?
so I think your interpretation of the question is right. I think i did get it wrong so what steps do you need to take to solve a question like this?