Find the value of x if L||M (please answer)

1.	Find the value of x if L\|\|M (please answer)
Answer» $\large{\mathtt{\red{\underbrace{\overbrace{\blue{\boxed{\boxed{\pink{«Answer»}}}}}}}}}$ SINCE L \|\| M ∴ 17x + 4° = 12° + 15x (corresponding ANGLES) => 17x - 15x = 12°- 4° => 2x = 8° => x = $\dfrac{8°}{2}$ $=>\huge{\purple{\underline{\red{\boxed{\orange{ x = 4°}}}}}}$ So, Substituting the value of 'x', we get :- 17x + 4° = 17(4) + 4° = 68° + 4° = 72° 15x = 12° + 15(4) = 12° + 60° = 72°

Answer»

$\large{\mathtt{\red{\underbrace{\overbrace{\blue{\boxed{\boxed{\pink{«Answer»}}}}}}}}}$

SINCE L || M

∴ 17x + 4° = 12° + 15x (corresponding ANGLES)

=> 17x - 15x = 12°- 4°

=> 2x = 8°

=> x = $\dfrac{8°}{2}$

$=>\huge{\purple{\underline{\red{\boxed{\orange{ x = 4°}}}}}}$

So,

Substituting the value of 'x', we get :-

17x + 4° = 17(4) + 4° = 68° + 4° = 72°

15x = 12° + 15(4) = 12° + 60° = 72°

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Find the value of x if L||M (please answer)​