Find the value of "x" so that 1//m
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Answer:
so the value of x is between o to infinity as u didn't give us better infos to solve this probt
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Step-by-step explanation:
The two given angles are (2x + 15)° and (3x-10)°.
We know that vertically opposite angles are equal.
The angle which is vertically opposite to (2x + 15)° is also
corresponding to (3x-10)°.
For l ∥ m, the corresponding angles must be equal.
∴ (2x + 15)° and (3x-10)° are both equal to the same angle.
According to the given condition,
(2x + 15)° = (3x-10)°
⇒ 2x + 15 = 3x – 10y
⇒ 2x – 3x = -10 – 15 (Transposing 3x to LHS and 15 to
RHS)
-x = -25
∴ x = 25 (Multiplying by -1 throughout)
∴ The value of x so that l ∥ m is 25°.
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