Oct 1, 2016 #1 Sithira Messages 1 Reaction score 0 How can you solve something like this ? View attachment 6035 Attachments MathsHelp.PNG 32.9 KB · Views: 83
Oct 1, 2016 #2 I like Serena Science Advisor Homework Helper MHB Messages 16,335 Reaction score 258 Sithira said: How can you solve something like this ? Hi Sithira! Welcome to MHB! ;) We have 2 edge cases here around the point(s) where $x=1$. Suppose we had $f(x)=x^2-1$. What would the slope be at $x=1$? Does its graph include the point $(1,0)$? As for the second edge case, suppose we had $f(x)=2x+1$. What would the slope be at $x=1$? Does its graph include the point $(1,0)$?
Sithira said: How can you solve something like this ? Hi Sithira! Welcome to MHB! ;) We have 2 edge cases here around the point(s) where $x=1$. Suppose we had $f(x)=x^2-1$. What would the slope be at $x=1$? Does its graph include the point $(1,0)$? As for the second edge case, suppose we had $f(x)=2x+1$. What would the slope be at $x=1$? Does its graph include the point $(1,0)$?