Sorry if this is the wrong sub-forum this question was given from my calculus class tho.
Let D(x) be the function that represents the distance from (1,1) to the point (x, f (x)) where f(x)= lnx. Find the rule for D(x) and the domain of the function D. Include a diagram (follow the guidelines for diagrams and graphs) that shows the graph of f, the point (1,1) and a line from that point to an arbitrary point (x, f (x)) on the graph of f. Explain how you determined the rule for D. Reference to the diagram will make this clear.
My thoughts:
Let D(x) be the function that represents the distance from (1,1) to the point (x, f (x)) where f(x)= lnx. Find the rule for D(x) and the domain of the function D. Include a diagram (follow the guidelines for diagrams and graphs) that shows the graph of f, the point (1,1) and a line from that point to an arbitrary point (x, f (x)) on the graph of f. Explain how you determined the rule for D. Reference to the diagram will make this clear.
My thoughts:
- Finding domain from point (1,1) to (x,lnx)
- We need graph function D
- Finding x-coordinates etc