If r = 3s + 1 and t = s - 4, then what is r in terms of t?
r = 3s + 1
t = s - 4 ---------> s = t + 4 {added 4 to each side}
r = 3(t + 4) + 1 {substituted (t + 4), in for s, into top equation}
r = 3t + 12 + 1 {used distributive property}
r = 3t + 13 {combined like terms}
- Algebra House
t = s - 4 ---------> s = t + 4 {added 4 to each side}
r = 3(t + 4) + 1 {substituted (t + 4), in for s, into top equation}
r = 3t + 12 + 1 {used distributive property}
r = 3t + 13 {combined like terms}
- Algebra House
