maulucci Messages 9 Reaction score 0 Thread starter Oct 3, 2012 #1 Homework Statement The problem is in the attachment Homework Equations F=-kx k1x1=k2x1 The Attempt at a Solution I got as my answer Keq= (k1k2)/(k1+k2) i just wanted to see if i had the right idea or no. Attachments Capturenn.PNG 18.3 KB · Views: 657
Homework Statement The problem is in the attachment Homework Equations F=-kx k1x1=k2x1 The Attempt at a Solution I got as my answer Keq= (k1k2)/(k1+k2) i just wanted to see if i had the right idea or no.
Simon Bridge Science Advisor Homework Helper Messages 17,871 Reaction score 1,653 Oct 3, 2012 #2 Welcome to PF; i just wanted to see if i had the right idea or no. ... then you need to tell us the idea and not just the final result you got ;)
Welcome to PF; i just wanted to see if i had the right idea or no. ... then you need to tell us the idea and not just the final result you got ;)
maulucci Messages 9 Reaction score 0 Oct 4, 2012 #3 -k1x1=-k2x2=F F=-keq*x solving for x1 x1=[(k2)/(k1+k2)] +x2 putting into F=-k2x2+k2x1 F=x2 (-k1k2-k2^2+k2^2)/(k1+k2) simplified F=-[(k1k2)/(k1+k2)]*x2 then the Keq = (k1k2)/(k1+k2) ?
-k1x1=-k2x2=F F=-keq*x solving for x1 x1=[(k2)/(k1+k2)] +x2 putting into F=-k2x2+k2x1 F=x2 (-k1k2-k2^2+k2^2)/(k1+k2) simplified F=-[(k1k2)/(k1+k2)]*x2 then the Keq = (k1k2)/(k1+k2) ?