A binomial problem is examined through the use of three methods: a classical approach using the binomial formula, Pascal’s Triangle, and a frequentist approach using a Fathom ™ simulation. Using both physical and virtual coins, students explored the distinction between a coin-sequence and a coin-combination (where the order is not important) as a foundation for a 5-item True False test task. Pedagogy was based on general principles identified by probability education research as best practice and by Ma (1999), who emphasised deep understanding of concepts through the use of multiple approaches to problem solving. The Binomial Theorem is a well established topic in the senior high school curriculum. Normally taught using the binomial formula...
We analyze the cognitive strategies underlying performance in the Number task, a Math game that requ...
When studying a complex research phenomenon, a mixed methods design allows to answer a broader set o...
In probability, this topic includes explaining the concepts of multiplication, permutation, and the ...
A binomial problem is examined through the use of three methods: a classical approach using the bino...
Using both physical and Fathom™ virtual coins Year 10 students explored the distinction between coin...
Binomial distribution, along with normal distribution, plays an important role in school mathematics...
[[abstract]]This research is mainly focused on computerized diagnostic tests for fifth graders regar...
In the seventh clip in a series of ten from the fifth of seven interviews, 8th grader Stephanie cont...
This study was conducted among the Grade 9 students at Kidapawan City National High School to find e...
Performance on probabilistic reasoning tasks varies widely, yet people can take advantage of data at...
This study examined the problem-solving behavior of four students from an urban, middle school as th...
AbstractThis paper presents new authentic probability problems especially on permutation and combina...
[[abstract]]The study of fifth grade to "cross-denominator fraction addition and subtraction&qu...
The “trial and error” method is fundamental for Master Minddecision algorithms. On the basis of Mast...
This research explores students’ mathematical thinking when introduced to formal combinatorics theor...
We analyze the cognitive strategies underlying performance in the Number task, a Math game that requ...
When studying a complex research phenomenon, a mixed methods design allows to answer a broader set o...
In probability, this topic includes explaining the concepts of multiplication, permutation, and the ...
A binomial problem is examined through the use of three methods: a classical approach using the bino...
Using both physical and Fathom™ virtual coins Year 10 students explored the distinction between coin...
Binomial distribution, along with normal distribution, plays an important role in school mathematics...
[[abstract]]This research is mainly focused on computerized diagnostic tests for fifth graders regar...
In the seventh clip in a series of ten from the fifth of seven interviews, 8th grader Stephanie cont...
This study was conducted among the Grade 9 students at Kidapawan City National High School to find e...
Performance on probabilistic reasoning tasks varies widely, yet people can take advantage of data at...
This study examined the problem-solving behavior of four students from an urban, middle school as th...
AbstractThis paper presents new authentic probability problems especially on permutation and combina...
[[abstract]]The study of fifth grade to "cross-denominator fraction addition and subtraction&qu...
The “trial and error” method is fundamental for Master Minddecision algorithms. On the basis of Mast...
This research explores students’ mathematical thinking when introduced to formal combinatorics theor...
We analyze the cognitive strategies underlying performance in the Number task, a Math game that requ...
When studying a complex research phenomenon, a mixed methods design allows to answer a broader set o...
In probability, this topic includes explaining the concepts of multiplication, permutation, and the ...