Lee Wills

 (16)
United States - Louisiana
Lee Wills
3.9
25 votes
Math puns are the first sin(madness).
 
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20 good questions about - naming corresponding parts of similar polygons - setting up proper proportions of sides of similar polygons - determining whether polygons are similar based on angles and side lengths - writing proper similarity
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- Triangle Inequality Theorem - One-Triangle Inequalitites - Two-Triangle Inequalities (SAS Inequality and SSS Inequality) - Properties of Inequalities - Indirect Proof - Inverse and Contrapositive all in an easy to edit Microsoft Word file
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Calculating distance between points and using it to prove isosceles, scalene, or equilateral triangles, congruent segments, or perimeter of a figure. Included: A 16 problem Worksheet An 8 problem Homework Two versions of a short quiz/exit ticket - 2
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Proving triangles congruent using SSS, SAS, and ASA Postulates. 5 fill in the blank proofs and 5 full proofs with key. Parallel lines, definition of midpoint and angle bisector, etc. mixed with triangles. Great proof practice.
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Perfect Worksheet for naming corresponding sides, angles, and triangles in corresponding order. Includes algebra and coordinate problems. This is a good length for a homework assignment or assessment after the lesson.
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Parallel lines and angles formed by transversal lines Triangle Angles - interior and exterior 2 versions with similar problems (some overlap)
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Parallel Lines, angles formed by parallel lines and transversals, multiple transversals, proving lines parallel, solving for missing angles formed by parallel lines, proofs using and proving lines parallel
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All problems include visual graphs. No graph paper required! 32 problems - great for quizzing or reinforcement
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11 question quiz, fill in the blank and solving for x/y.
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Identifying triangles, always/sometimes/never, lots of algebra problems involving angles in triangles. 39 Questions - key included
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30 question thorough worksheet assessing whether students know the postulates and theorems surrounding proving lines parallel using angles formed by transversal. Lots of algebraic problems as well. This product does not have 2-column proofs. If
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11 unique proofs concerning parallel lines, transversals, and angles - key included
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2 versions with one page of extra proofs that can be attached to either version. Parallel lines and angles formed by transversal This was created with Pearson TestGen software using my own personal testbank
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3 versions with key - created with Pearson TestGen software using my own personal testbank. This would also make a great quiz.
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Concepts covered: algebraic properties for proofs definitions/theorems relating to midpoint and angle bisectors segment addition postulate/angle addition postulate 5 multiple choice questions + 1 proof (3 nearly identical versions- ideal for
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I. vocabulary (23 words) II. grammar (questions about 11 sentences) III. translation (7 sentences)
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Tests the following concepts: conditionals converse counterexample biconditional algebraic properties in proof complementary angles supplementary angles vertical angles linear pairs and postulates/theorems from early Geometry
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This covers common theorems, postulates, and definitions pertaining to perpendicular lines. The last two pages have proofs that include complementary angle theorem and can be removed easily if students have not yet learned the material. There are
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3 different versions of a worksheet on: complementary angles, supplementary angles, vertical angles, and linear pairs 1 extra version that is all proofs - none are repeats from previous worksheets 12 unique proofs
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11 good fill in the blank proofs + KEY Uses definitions and theorems related to: congruence right angles perpendicular lines vertical angles complementary angles supplementary angles midpoint angle bisector and properties of equality and congruence
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25 total vote(s)
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In my 11th year teaching.

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