Respuesta :
The third one.
Because the answer of the absulate value equations is always positive.
Because the answer of the absulate value equations is always positive.
Answer:
Therefore, |5 – 3x| = –8 has no solution.
Step-by-step explanation:
Given : |–x – 3| = 5
|2x – 1| = 0
|5 – 3x| = –8
|–x + 9| = 0.
To find : Which equation has no solution.
Solution : We have given that |–x – 3| = 5
|2x – 1| = 0
|5 – 3x| = –8
|–x + 9| = 0
As we know that values outside the modulus is positive or zero.
Then, all the option has positive values or zero except |5 – 3x| = –8 .
If we plug any values of x it would not be equal to -8 .
Therefore, |5 – 3x| = –8 has no solution.
