Fatlum Messages 5 Reaction score 0 Thread starter Oct 22, 2012 #1 Find a, b parameters such that the function such that the function $f(x)= (sin2x)/(a-bcosx)$ has extreme value in point (pi/3,1/4)
Find a, b parameters such that the function such that the function $f(x)= (sin2x)/(a-bcosx)$ has extreme value in point (pi/3,1/4)
tiny-tim Science Advisor Homework Helper Messages 25,837 Reaction score 258 Oct 22, 2012 #2 Welcome to PF! Hi Fatlum! Welcome to PF! Show us what you've tried, and where you're stuck, and then we'll know how to help!
Welcome to PF! Hi Fatlum! Welcome to PF! Show us what you've tried, and where you're stuck, and then we'll know how to help!
Fatlum Messages 5 Reaction score 0 Oct 22, 2012 #3 I understand that in this point the derivative should be 0. So I found the derivative ,equaled to zero and I replaced (pi/3=x) . But I'm not sure, should I equal the function with 1/4 to find the ordiante ?
I understand that in this point the derivative should be 0. So I found the derivative ,equaled to zero and I replaced (pi/3=x) . But I'm not sure, should I equal the function with 1/4 to find the ordiante ?
tiny-tim Science Advisor Homework Helper Messages 25,837 Reaction score 258 Oct 22, 2012 #4 using only sinx = π/3 will only give you the ratio a/b you need to use y = 1/4 to find what they actually are
using only sinx = π/3 will only give you the ratio a/b you need to use y = 1/4 to find what they actually are
Fatlum Messages 5 Reaction score 0 Oct 23, 2012 #5 Thank you very much tiny-tim. I found now the paramters. a=5 and b=4.