Quick Question differentiating logs

  • Thread starter KV-1
  • Start date
  • #1
KV-1
16
1
1. my function is: f(x)=log 1.5 (-.76x+305). f(x)= log base 1.5 of -.76x+305



3. How do i differentiate it? here is what i have so far: (1/((-.76x+305)ln1.5))*(-.76/dx)
 

Answers and Replies

  • #2
Dick
Science Advisor
Homework Helper
26,263
621
That's pretty close. (log base 1.5)(-.76x+305) is equal to log(-.76x+305)/log(1.5), right? I assume that's what you are starting from. Now just differentiate it using the chain rule. My only question is what is the '/dx' doing in there?
 
  • #3
KV-1
16
1
yes, but there seems to be truly no need for the chain rule, as log(1.5) is a number, equal to 0.176091

so it seems i just multiply the derivative of [log base 10 (-0.76x+305)] by that number!
 
  • #4
KV-1
16
1
((-0.76)(log(e)))/((-0.76x+305)(log(1.5))

thats the answer i think... in case anyone is curious
 

Suggested for: Quick Question differentiating logs

  • Last Post
Replies
6
Views
415
  • Last Post
Replies
2
Views
610
Replies
27
Views
2K
  • Last Post
Replies
3
Views
639
Replies
2
Views
941
Replies
1
Views
745
  • Last Post
Replies
4
Views
753
  • Last Post
Replies
5
Views
628
Replies
2
Views
655
Top