Which equation has only one solution? |x-5|=-1 |-6-2x|=8 |5x+10|=10 |-6x+3|=0

Question
Which equation has only one solution? |x-5|=-1 |-6-2x|=8 |5x+10|=10 |-6x+3|=0
Answer:
The linear equation which has only one solution would be |–6x + 3| = 0What is a linear equation?A linear equation is an equation in which the highest power of the variable is always 1. The standard form of a linear equation in one variable is of the form Ax + B = 0.|x – 5| = –1The absolute function cannot be equal to the negative. so we cannot solve this absolute function.|–6 – 2x| = 8For this absolute function, we make two equations here-6-2x= 8 Β and -6-2x= 8. So we will get two solutions for x.|5x + 10| = 10For this absolute function, we make two equations here5x+10= 10 and 5x+10= -10. So we will get two solutions for x|–6x + 3| = 0For this absolute function we make two equations-6x+3=0 and -6x+3=-0.Both have the same 0 on the right side. So we will get only one solution for xLearn more about equation;
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algebra 5 months ago 4752