59:33
Which element, if any, shows an error in the student's
work?
There are no errors...
Mathematics, 13.02.2021 02:40 zania30
59:33
Which element, if any, shows an error in the student's
work?
There are no errors.
Consider a student's work in determining the solution
set of x > 2(y - 1)2 - 2.
Test point: (2.25, 1.25)
x > 2(y - 1)2 - 2
2.25 > 2(1.25 - 1)2 - 2
2.25 > 2(0.25)2 - 2
O The conclusion statement is incorrect.
O The graph of the solution set is incorrect.
The substitution of x and y values is incorrect.
2.25 > 2(0.0625) - 2
2.25 > 0.125-2
2.25 -1.875
Conclusion: The point (2.25, 1.25) satisfies the given
inequality
Solution set:
Answers: 1
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