
EDSC 122 Algebra Remediation
Authored by Eon Mendez
Mathematics
Professional Development

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8 questions
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1.
MULTIPLE CHOICE QUESTION
10 sec • 1 pt
What kind of problem did the students face when they answered [(a+b)/b=a]
Nothing. It is correct
They simplified the term, not the factor
They should have factored out 'a' instead
It should have been 'a+1'
2.
MULTIPLE CHOICE QUESTION
10 sec • 1 pt
What kind of problem did the students face when they answered '-3' and '4' in [sqrt(x+12)=x]
Nothing. It is correct
It should have been '-4' and '3'
They failed to check for extraneous solutions
They distributed the exponent incorrectly
3.
MULTIPLE CHOICE QUESTION
10 sec • 1 pt
What kind of problem did the students face when they answered 'x=2' & 'x=-3' in [x^2 + 3x = -2]
Nothing. It is correct
They solved without equating to zero
They factored without the negative sign
They failed to derive the formula correctly
4.
MULTIPLE CHOICE QUESTION
10 sec • 1 pt
What kind of problem did the student face when they answered '(a^2+b^2)' when asked [(a+b)^2]?
Nothing. It is correct
They failed to put like terms together
They used the incorrect formula
They did not expand the equation to solve
5.
MULTIPLE CHOICE QUESTION
10 sec • 1 pt
What problem did the student face when they answered '7' & '9' in the problem [x + x= 16]?
Nothing. It is correct
They should have answered "All Natural Numbers" or "All Positive Integers"
They failed to understand that variables are not the same as blanks
They failed to consider that different variables can sometimes share the same values.
6.
MULTIPLE CHOICE QUESTION
10 sec • 1 pt
Why do you think students chose to skip the math problem [x^2 + xy + 10 + 2y - 3x^2 - xy - y + 39 - y +1]?
The teacher wrote the problem wrong
They did not find it practical
They overlooked the problem
They did not notice the like terms to reduce
7.
MULTIPLE CHOICE QUESTION
10 sec • 1 pt
What problem do you think the students faced in answering '-7' in [-3 + -4]?
Nothing. It is correct
They are under the impression that negative plus negative is positive
They failed to distribute the terms with the negative sign
The problem should have been simplified further
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