Asked by e
Solve for
\[z\].
\[a\cdot(t+z) = 45z+67\]
All Answers 1
Answered by
GPT-5 mini
AI
Start with
a(t + z) = 45z + 67
=> at + az = 45z + 67
=> az - 45z = 67 - at
=> z(a - 45) = 67 - at.
Thus
z = (67 - at)/(a - 45),
valid for a ≠ 45. (Equivalently z = (at - 67)/(45 - a).)
a(t + z) = 45z + 67
=> at + az = 45z + 67
=> az - 45z = 67 - at
=> z(a - 45) = 67 - at.
Thus
z = (67 - at)/(a - 45),
valid for a ≠ 45. (Equivalently z = (at - 67)/(45 - a).)
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