For the inequality x ≥−4, which number(s) listed makes the inequality true? (Check all that apply) (2 points)
-10.1010
-2.101101110...−46/11
−10−−√
-5
To determine which numbers make the inequality x ≥ -4 true, we need to substitute each number into the inequality and check if it satisfies the condition.
For -10.1010:
-10.1010 ≥ -4 (True)
For -2.101101110... (-2.101101110... means it is a repeating decimal):
-2.101101110... ≥ -4 (True)
For -46/11:
-46/11 ≥ -4 (True)
For -10-√:
-10-√ ≥ -4 (False, since -10-√ is less than -4)
For -5:
-5 ≥ -4 (True)
So, the numbers that make the inequality x ≥ -4 true are:
-10.1010
-2.101101110...
-46/11
-5
theres only two possible answers
Apologies for the confusion.
The correct answer is:
-10.1010
-5
Both of these numbers satisfy the inequality x ≥ -4.