Hi y'all - this is off of Maths in Focus Test Yourself 4 btw
"Find the exact gradient of the normal to the curve y=x-e^(-x) at the point where x=2"
The answers say -(e^2)/(e^2+1) but I keep getting -1/(1+e^-2) gahh IDK if the answers are wrong or I'm just making the same mistake over and over again
Any help would be appreciated
"Find the exact gradient of the normal to the curve y=x-e^(-x) at the point where x=2"
The answers say -(e^2)/(e^2+1) but I keep getting -1/(1+e^-2) gahh IDK if the answers are wrong or I'm just making the same mistake over and over again
Any help would be appreciated