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Select the values that make the inequality y, is less than, 4y<4 true.
(Numbers written in order from least to greatest going across.)
Answer
Attempt 1 out of 3
-4 -1 1
3 3.9 3.99
3.999 4 4.001
4.01 4.1 5
7 9 12
In order for the inequality 4y < 4 to be true, we need to find values of y that make the left side of the inequality smaller than the right side.
From the given numbers:
-4: 4(-4) = -16, which is not smaller than 4.
-1: 4(-1) = -4, which is not smaller than 4.
1: 4(1) = 4, which is equal to 4.
3: 4(3) = 12, which is not smaller than 4.
3.9: 4(3.9) = 15.6, which is not smaller than 4.
3.99: 4(3.99) = 15.96, which is not smaller than 4.
3.999: 4(3.999) = 15.996, which is not smaller than 4.
4: 4(4) = 16, which is not smaller than 4.
4.01: 4(4.01) = 16.04, which is not smaller than 4.
4.1: 4(4.1) = 16.4, which is not smaller than 4.
5: 4(5) = 20, which is not smaller than 4.
Therefore, the values that make the inequality y < 4y < 4 true are 1, 3.9, 3.99, and 3.999.