135k views
3 votes
Qual o valor que Z assume?
-Cz+ 6z = Tz+ 83

1 Answer

3 votes

Answer:


\large \boxed{z = (83)/(6 - C - T)}

Explanation:


\begin{array}{rccl}-Cz + 6z & = & Tz + 83 & \\6z -Cz - Tz &= & 83 & \text{Subtracted Tz from each side}\\z(6 - C - T) & = & 83 & \text{Removed the common factor}\\z& = & \mathbf{(83)/(6 - C - T)} &\text{Divided each side by 6 - C - T}\\\end{array}\\\\\large \boxed{\mathbf{z = (83)/(6 - C - T)}}

User Montecarlo
by
8.1k points

Related questions

asked May 13, 2024 2.6k views
Gerardnico asked May 13, 2024
by Gerardnico
8.0k points
1 answer
1 vote
2.6k views
asked Dec 27, 2018 93.7k views
Zachary Garrett asked Dec 27, 2018
by Zachary Garrett
8.0k points
2 answers
2 votes
93.7k views