Question

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Answer 1

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Answer 2

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‣ Given :

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

‣ To Find :

Value of x

‣ Solution :

➡ $3(5x - 7) - 2(9x - 11) = 4(8x - 13) - 17$

→ $15x - 21 - 18x + 22 = 32x - 52 - 17$

→ $- 3x + 1 = 32x - 69$

→ $1 + 69 = 32x + 3x$

→ $70 = 35x$

→ $x = \frac {70}{35}$

$\therefore \fbox { x = 2}$

‣ Verification :

Put the value of x in equation.

➡ $3(5x - 7) - 2(9x - 11) = 4(8x - 13) - 17$

→ $3(5[2] - 7) - 2(9[2] - 11) = 4(8[2] - 13) - 17$

→ $3(10 - 7) - 2(18 - 11) = 4(16 - 13) - 17$

→ $3(3) - 2(7) = 4(3) - 17$

→ $9 - 14 = 12 - 17$

→ $- 5 = - 5$

$\therefore$ Hence, Verified!

$\implies \fbox{ \textbf {Hence, the value of x is 2.}}$

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