Answer: 0,1,2,3
Step-by-step explanation:
Since y is greater than or equal to 0 every number.
But for 7.2-y is greater than 4,
If y is 1, 6.2>4
If y is 2, 5.2>4
If y is 3, 4.2>4
If y is 4, 3.2 is not greater than 4.
The integer solution to each system of the inequalities is 0≤y≤3.2
Given the inequalities y≥0 and 7.2−y≥4
For the inequality y≥0 , this means that y is a value greater than zero.
For the inequality 7.2−y≥4
subtract 7.2 from both sides
7.2−y - 7.2≥4 - 7.2
-y ≥ -3.2
y ≤ 3.2
Combining both inequalities;
y≥0 and y ≤ 3.2
0≤y≤3.2
Hence the integer solution to each system of the inequalities is 0≤y≤3.2
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