Question 69815
{{{4/5t - 1 = 1/5t + 5}}}  First, we'll ge rid of the fractions by multiplying each term in the equation by 5t --- the LCM

{{{4(5t/5t)-1(5t)=1(5t/5t)+5(5t)}}}  this gives us

{{{4-5t=1+25t}}} subtract 1 from and add 5t to both sides of the equation

{{{4-5t+5t-1=1-1+25t+5t}}}  collect like terms

{{{3=30t}}}  divide both sides by 30

{{{t=3/30=(1/10) or 0.1}}}

CK

{{{4/(5*.1)-1=1/(5*.1)+5}}}

{{{4/.5-1=1/.5+5}}}

{{{8-1=2+5}}}
{{{7=7}}}


Hope this helps---ptaylor