This engaging jigsaw puzzle is made up of 31 radical expressions that need to be simplified then added and subtracted. The completed puzzle takes up most of a letter sized paper. Cut along the lines to create puzzle pieces. Students can work in groups to solve problems and match them up with the answers. If certain problems do not have matching answers, then they are end pieces. The printed puzzle serves as the answer key and you can even give half the puzzle at a time. Here are links t
This engaging puzzle is made up of 40 puzzle pieces each with 3 questions/answers. Cut along the lines to create puzzle pieces. Students can work in groups to solve problems and match them up with the answers. If certain problems do not have matching answers, then they are end pieces. The printed puzzle serves as the answer key and you can even give half the puzzle at a time. Here are links to my other Radicals Jigsaw Puzzles: Divide Radicals: Monomial DenominatorsDivide Radicals: Binomi
This engaging jigsaw puzzle is made up of 31 radical expressions with binomial denominators that need to rationalized using conjugates. Numerators may be monomials or binomials. The completed puzzle takes up most of a letter sized paper. Cut along the lines to create puzzle pieces. Students can work in groups to solve problems and match them up with the answers. If certain problems do not have matching answers, then they are end pieces. The printed puzzle serves as the answer key and yo
This engaging jigsaw puzzle is made up of 31 binomial radical expressions that need to be multiplied and simplified. The completed puzzle takes up most of a letter sized paper. Cut along the lines to create puzzle pieces. Students can work in groups to solve problems and match them up with the answers. If certain problems do not have matching answers, then they are end pieces. The printed puzzle serves as the answer key and you can even give half the puzzle at a time. Here are links to
This engaging jigsaw puzzle is made up of 31 radical expressions with monomial denominators that need to divided. Numerators can be monomials or binomials and denominators need to be rationalized and simplified. The completed puzzle takes up most of a letter sized paper. Cut along the lines to create puzzle pieces. Students can work in groups to solve problems and match them up with the answers. If certain problems do not have matching answers, then they are end pieces. The printed puzz
8th - 12th
Algebra, Algebra 2, Applied Math
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