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Solve for x. |x – 2| + 10 = 12 x = 4 and x = 0 x = -15 and x = 9 x = -4 and x = -2 x = -3 and x = 1 no solutions
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We have \[|x-2|+10=12\] do you know what's |x|?
no
x-2+10=12>>4 -x+2+10=12>>0
You have to use X-2+10=12 X=4 And you have to use X+2+10=12 X=0 So it's the first choice
@moody22 |x| is the absolute value function if x>=0 then |x|=x if x< 0 then |x|=-x
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You can also input the problem into wolframalpha and it gives the same answer I did.
is my answer is correct @ash2326
@moha_10 Yeah you are right
thx
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