If z+23=z−12, then the value of z is ____.

Given: z+23=z−12=> 2(z + 2) = 3(z - 1)=> 2z + 4 = 3z - 3=> 2z - 3z = - 3 - 4=> z = 7

If z+23=z−12, then the value of z is ____.

Given: z+23=z−12=> 2(z + 2) = 3(z - 1)=> 2z + 4 = 3z - 3=> 2z - 3z = - 3 - 4=> z = 7

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If $\frac{z + 2}{3} = \frac{z - 1}{2}$ , then the value of z is ____.

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Given: $\frac{z + 2}{3} = \frac{z - 1}{2}$

=> 2(z + 2) = 3(z - 1)

=> 2z + 4 = 3z - 3

=> 2z - 3z = - 3 - 4

=> z = 7

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If $\frac{z + 2}{3} = \frac{z - 1}{2}$ , then the value of z is ____.