If $l=p r t$, which equation is solved for $t$ ?$1-p r=t$$\frac{I-p}{r}=t$$\frac{I}{p r}=t$$1+p r=t$
\boxed{t = \frac{l}{pr}}
Step 1 :Given the equation: \(l = prt\)
Step 2 :Isolate t: \(t = \frac{l}{pr}\)
Step 3 :\boxed{t = \frac{l}{pr}}