Answer:
Step-by-step explanation:
Hello,
We know that
So we need to take into account two cases
Case 1 -
Then, |x-3|=x-3
||x-3|-2|=|x-3-2|=|x-5|
<em>Either </em>x-5 is positive and then |x-5|=x-5 and
<em>Or</em> x-5 is negative and then, |x-5|=-x+5
So the solution is [4;6]
Case 2 -
Then, |x-3|=-x+3
||x-3|-2|=|-x+3-2|=|-x+1|
Either -x+1 is positive and then |-x+1|=-x+1 and
Or -x+1 is negative and then, |-x+1|=x-1
So the solution is [0;2]
Conclusion
The solution is [0;2]∪[4;6]
Thanks
Answer:
answer is 8$ have a great day
Step-by-step explanation: BRAINLIEST PLEASE
For one kg
0.7x = 1.89
X = 2.7
Answer:
2 faces, 0 edges, and 0 vertices
Step-by-step explanation:
Answer:
I'm pretty sure its 11
first orginize the numbers in numerical order
second the medj an is the middle numbe, if they are to find the mean of those two only