Given the inequality |x-3| >_ greater than or equal to k, find a value of k, if possible, that satisfies each condition. In each case, explain your choice.
Question 1 Find a value of k for which the inequality has infinite solutions.
Question 2 Find a value of k for which a solution exists but for which the solution set does not include 5.
Math Problem I don't know how to do it?
2016-09-25 4:32 am
回答 (1)
2016-09-25 4:50 am
✔ 最佳答案
if |x-3| > kset k= -1
then for all values of x , |x-3| >= 0 and x is sol
for question set k = 10
then |x-3| > 10
so x-3 > 10 or (x-3) < -10
and x > 13 or x < -7 ( no 5
收錄日期: 2021-04-18 15:36:50
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