FAN AND MEDAL FOR HELP! Given the equation |2x+3| = x-5 Which of the followiung would be the solution set for x? A. {-8} B. {2/3} C. {-8, 2/3} D No Solution E None of These @amistre64
test them out
I got for my answers |-13| = -13 and |13/3| = -13/3 So would the answer be C or No solution?
does |-a| = -a ?
Nope
Isn' abs value supposed to be equal to a positive? Im rusty lol
absolute values are never negative ... so x < 5 is not going to produce any valid results. so, either a solution exists; or none exists ... which do you think it should be and why?
I'm assuming none since |-a| = a and \[a \neq a\]
a =/ -a **
none exist ... either: 2x+3 = x-5 , such that x>5 x=-8 or -(2x+3) = x-5, such that x > 5 2 = 3x x=2/3 neither 'solution' is valid
|dw:1443369206928:dw|
Thanks!
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