lesson 4.0 (1 Review) • 3 Downloads lesson 3 Downloads 4.0 (1 Review) beta EdBrAIn It EdBrAIn uses AI to customize lesson resources for your students’ needs. Sticky numbers Share Share On Facebook Share On Twitter Share On Pinterest Share On LinkedIn Share On Microsoft Teams Email Copy link Share Share On Facebook Share On Twitter Share On Pinterest Share On LinkedIn Share On Microsoft Teams Email Copy link nrich maths Subject Math — Operations and Algebraic Thinking Grade Level Grades K-5 Resource Type Handout, Worksheet License About Resources Reviews Related About This Lesson Can you arrange the numbers 1 to 17 in a row so that each adjacent pair adds up to a square number? 1st Grade Math Worksheets 2nd Grade Math Worksheets 4th Grade Math Worksheets Fourth Grade Math Worksheets Kindergarten Math Lesson Plans Third Grade Math Worksheets 5th Grade Math Worksheets 3rd Grade Math Worksheets Resources Files beta EDBRAIN IT EdBrAIn uses AI to customize lesson resources for your students’ needs. 1-17_NumberCards_Nrich.doc Handout, Worksheet February 8, 2020 19.5 KB External resources http://nrich.maths.org/public/viewer.php?obj_id=6571 Website Reviews Log in to Write a Review 4.0 1 Reviews SML Member June 18, 2010 Simple but interesting Can be used for all levels - complete solution requires patience but accessible even by lower ability students if given a list of square numbers beforehand SML Member January 30, 2016 Generated comment #15106 SML Member July 04, 2016 Generated comment #87139 Advertisement More from this Contributor Lesson Math Story Time Activity • Grades K-2 nrich maths Lesson Making Caterpillars Activity • Grades K-2 nrich maths Lesson Baskets Activity • Grades K-2 nrich maths Lesson Got a strategy for the last biscuit? Grades 3-12 nrich maths Lesson Efficient stage Activity • Grades 6-8 nrich maths Lesson Finding fifteen Activity • Grades K-5 nrich maths
SML Member June 18, 2010 Simple but interesting Can be used for all levels - complete solution requires patience but accessible even by lower ability students if given a list of square numbers beforehand
Can be used for all levels - complete solution requires patience but accessible even by lower ability students if given a list of square numbers beforehand