AS - Sequences and Series

Activities and problems from brilliant.org*, nRich, CMEP*, exam papers, etc (* login required)
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STEP I 2004 Q8 - increasing seqs, needs inequalities

STEP I 2004 - increasing seqs, needs inequalities

AEA 2009 Q5 - sin/cos rules, needs APs

AEA 2009 - sin/cos rules, needs APs

Nested squares (Utah State Math)

Nested squares (Utah State Math)

Fibonacci and AP - Canadian Euclid 2013 Q3

Fibonacci and AP - Canadian Euclid 2013

GP puzzle - Canadian Euclid 2014 Q6b

The CEMC has become Canada's largest and most recognized outreach organization for promoting and creating activities and materials in mathematics and computer science.

AP puzzle - Canadian Team Comp 2014, Team Q14

The CEMC has become Canada's largest and most recognized outreach organization for promoting and creating activities and materials in mathematics and computer science.

Simplify product - Canadian team contest 2014 Team Q9

The CEMC has become Canada's largest and most recognized outreach organization for promoting and creating activities and materials in mathematics and computer science.

APs problem - Canadian Senior Maths Contest 2014 B1

The CEMC has become Canada's largest and most recognized outreach organization for promoting and creating activities and materials in mathematics and computer science.

RISP 20 - S_n = u_n

RISP 20 - S_n = u_n

Intersecting sequences inquiry - Inquiry maths

Inquiry maths is a model of teaching that encourages students to regulate their own activity while exploring a mathematical statement (called a prompt). The website has resources for secondary school teachers.

AMC12A 2014 Q14 - AP and GP mixed

Art of Problem Solving

AMC12A 2014 Q7 - GP of surds

2014 - GP of surds

STEP I 2004 Q5 - Arithmetic seqs and proof

STEP I 2004 - Arithmetic seqs and proof

Geometric Question

“Great extension question on geometric progression - hope all teachers had a good break

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