Must use each digit exactly once
Can use PEMDAS
Challenge - use any operation at most once
\(8 + 5 – 1 – 1 \neq 10\)
\(\displaystyle \frac{8}{1 + 1} + 5 \neq 10\)
Any opinions, findings and conclusions or recommendations expressed in this material are those of the author(s) and do not necessarily reflect the views of the National Science Foundation.
Look for the helpers
Jada
Brooks
Brandon
White
Tamara
Johns
Lauren
Zatto
Professor I, Mathematics
Palm Beach State College, FL
Weak foundational skills - Integer operations, order of operations
Low confidence - Previous negative experiences with math
Disconnected knowledge - Inability to see connections between concepts
Engagement barriers - Traditional instruction often fails to motivate
Intensive Format - One week before semester start (9 am - 4 pm). *Survivor*
Target Audience - Students entering Intermediate & College Algebra
Focus Areas - Integer operations, order of operations, fractions, solving linear equations, and graphing straight lines, growth mindset
Interactive Games - Mathematical content embedded in engaging activities
Games help students see mathematical structures
Students develop problem-solving approaches
Repeated practice in varied contexts strengthens recall
Low-stakes environment removes performance pressure
Games tap into natural competitiveness and curiosity
Peer interaction normalizes struggle and celebrates success
Players know instantly if their mathematical reasoning is correct
I really enjoyed the teaching style. Very fun and engaging.
Loved everything about it even with math not being my favorite subject you all did a great job at teaching us this information while making it fun.
Maybe less competition...
Increased Participation
Peer Teaching
Persistence
Transfer
Skepticism
Resource Allocation
Reflection Time
Clear Mathematical Objectives
Pre vs Post test scores (50% to 75%)
85% of participants reported increased confidence
95% said they enjoyed the collaborative learning experience
78% demonstrated improved integer operation fluency
How do game-based interventions affect long-term retention?
How can we measure mathematical understanding within game contexts?
New games on GCF, LCM, and prime factorization for the upcoming workshop next week.
Teach Dev Alg. and Adv. Dev Alg. using almost exclusively games developed for the workshop.
(Dev Alg :-: Adv Dev Alg :-: Int Alg :-: Col Alg)
It's embedded in every strategic decision, every calculated risk, and every moment of discovery.
Please reach out if you have suggestions!