solve for z -c + 6z = tz +83
Mathematics · Middle School · Tue Nov 03 2020
Answered on
GiveM
-c + 6z = tz +83
Solve for z
Solution:
Since we have more than 3 values, we must solve first the value of t interms of z in order to easily designate the solving for z later on.
Solve for t
-c + 6z = tz +83
tz = - c + 6z -83
Divide both sides by z
t = (-c + 6z - 83)/z
t = (-c -83)/z + 6
Now we need to solve for z, hence we substitute the value of t to the equation.
-c + 6z =( (-c - 83)/z + 6) (z) +83
z cancels out
-c + 6z = -c - 83 +6z + 83
-c + c +6z - 6z = -83 + 83
There is no solution to the given problem since all values when combined will result to 0.
Final answer:
No solution