"Determination of Congruent Triangles" PPT Courseware 3

"Determination of Congruent Triangles" PPT Courseware 3

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"Determination of Congruent Triangles" PPT Courseware 3

Discussion: In the above, according to the given conditions, two triangles with different shapes were drawn, which means that "when the two sides of two triangles and the diagonal angles of one of the sides are equal, the two triangles are not necessarily congruent. ", do you think this statement is correct?

Teacher-student cooperation to explore:

If the two sides of two triangles and their included angles are equal, then the two triangles are congruent, which can be abbreviated as "side-angle-side" (SAS)

Keywords: teaching courseware on the judgment of congruent triangles, download the eighth grade mathematics PPT courseware of the Hebei Education Edition, eighth grade mathematics slide courseware download, download the PPT courseware on the judgment of congruent triangles, .PPT format;

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"Determination of Congruent Triangles" PPT courseware 5:

"Determination of Congruent Triangles" PPT Courseware 5 Teaching Objectives In the teaching of this lesson, not only should students learn how to identify congruent triangles with sides, angles, and sides, but more importantly, students should master the method of researching problems and initially Understand the mathematical ideas of classification discussion. From...

"Determination of Congruent Triangles" PPT courseware 4:

"Determination of Congruent Triangles" PPT Courseware 4 Write the converse of the following proposition. The corresponding sides of congruent triangles are equal, the corresponding angles are equal, the corresponding sides are equal, and the corresponding angles are equal. Conjecture that each triangle has three sides and three angles , if you want to judge two triangles...

"Determination of Congruent Triangles" PPT Courseware 2:

"Determination of Congruent Triangles" PPT Courseware 2 Learning Objectives: 1. Proficient in using the method of determining congruence of triangles. 2. Master the proof of congruent triangles with special relationships. Use scissors to cut out two shapes and sizes on the white paper. Exactly the same triangle. From translation,..

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