Solve the following equation:
$3 (5 z - 7) + 2 (9 z - 11) = 4 (8 z - 7) - 111$

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Solution

Given, $3 (5 z - 7) + 2 (9 z - 11) = 4 (8 z - 7) - 111$

$⟹$ $15 z - 21 + 18 z - 22 = 32 z - 28 - 111$ ...[By Distribution Law]

$⟹$ $33 z - 43 = 32 z - 139$ ...[On simplifying]
$⟹$ $33 z - 32 z = 43 - 139$ ...[Transposing $z$ terms to one side]

$⟹$ $z = - 96$ .

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Similar questions

Solve the linear equation: $3 (5 z - 7) - 2 (9 z - 11) = 4 (8 z - 13) - 17$

Simplify and solve the following linear equation

3(5z_7)_2(9z_11)=4(8z_13)_17

3 (5 z - 7) - 2 (9 z - 11) = 4 (8 z - 13) - 17

3(5z-7)-2(9z-11)=4(8z-13)-17

Solve this equation.

3 (5 z - 7) - 2 (9 z - 11) = 4 (8 z - 13) - 17

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