Explain why the solution is correct or incorrect
Solution
Correct or Incorrect
Explanation
Example:
K < 3.2
K = 5
Incorrect
K cannot equal 5 because 5 is not less than 3.2
8.3 > m
M = 2.9
Z < 2.9
Z = 2.9
W > 7.4
W = -12
Incorrect.
The given solution is incorrect because it states that W is greater than 7.4, but the assigned value for W is -12, which is not greater than 7.4.
Solution: Incorrect
Explanation: The given solution states that W is greater than 7.4, but the value assigned to W is -12. However, -12 is not greater than 7.4, so the solution is incorrect.
Solution: Incorrect
Explanation:
In the given solution, we have a series of equations and inequalities with corresponding values assigned to the variables.
1. K < 3.2
K = 5
Incorrect
The solution states that K = 5, but this contradicts the inequality K < 3.2. Since 5 is not less than 3.2, the solution is incorrect.
2. 8.3 > m
M = 2.9
Incorrect
The solution states that M = 2.9, but this contradicts the inequality 8.3 > m. Since 2.9 is not greater than 8.3, the solution is incorrect.
3. Z < 2.9
Z = 2.9
Incorrect
The solution states that Z = 2.9, but this contradicts the inequality Z < 2.9. Since 2.9 is not less than 2.9, the solution is incorrect.
4. W > 7.4
W = -12
Incorrect
The solution states that W = -12, but this contradicts the inequality W > 7.4. Since -12 is not greater than 7.4, the solution is incorrect.
In all the above cases, the assigned values to the variables do not satisfy the given inequalities, making the solution incorrect.