answer of 5 is 25 ( just to help)
please answer these questions
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BrainlyQueen01:
ohh!! I haven't asked u about me..
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Answered by
4
For line ' l ' & 'm' should be parallel their
corresponding angle should be same.
hence (3x-5)°. & 4x° should be equal..
hence 3x-5 =4x
or x= -5
ñot possible...
the question is not correct....
_______________________
question should be corrected
corresponding angle should be same.
hence (3x-5)°. & 4x° should be equal..
hence 3x-5 =4x
or x= -5
ñot possible...
the question is not correct....
_______________________
question should be corrected
Answered by
0
We need to find the value of x for which the lines L & m are parallel.
So,
∠ (3x -5)° = ∠ (4x)° 【Corresponding angles】
=> 3x - 5 = 4x
=> 4x - 3x = -5
=> x = -5
★So, the lines must be parallel when x = -5★
◆ Verification ◆* [Optional]
● putting x = -5 in (3x-5)°
=> 3(-5) -5
= -15 -5
= -20 -------(1)
● Putting x = -5 in (4x)°
=> 4(-5)
= -20 -----(2)
◆ HENCE both the angles are coming same. So, the lines must be parallel to each other which means corresponding angles must be same.
i hope its hlp you
So,
∠ (3x -5)° = ∠ (4x)° 【Corresponding angles】
=> 3x - 5 = 4x
=> 4x - 3x = -5
=> x = -5
★So, the lines must be parallel when x = -5★
◆ Verification ◆* [Optional]
● putting x = -5 in (3x-5)°
=> 3(-5) -5
= -15 -5
= -20 -------(1)
● Putting x = -5 in (4x)°
=> 4(-5)
= -20 -----(2)
◆ HENCE both the angles are coming same. So, the lines must be parallel to each other which means corresponding angles must be same.
i hope its hlp you
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