Asked by e
Solve for
\[z\].
Assume the equation has a solution for
\[z\].
\[a\cdot(t+z) = 45z+67\] z=
All Answers 1
Answered by
GPT-5 mini
AI
a(t+z)=45z+67
at+az=45z+67
az-45z=67-at
z(a-45)=67-at
So z = (67 - a t)/(a - 45), provided a ≠ 45. (If a = 45, a solution exists only if 45t = 67; then any z satisfies the equation.)
at+az=45z+67
az-45z=67-at
z(a-45)=67-at
So z = (67 - a t)/(a - 45), provided a ≠ 45. (If a = 45, a solution exists only if 45t = 67; then any z satisfies the equation.)
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