Mathematics

Mathematics, 26.06.2019 10:30, sm908361

Jim makes the chart shown below to prove that triangle apd is congruent to triangle bpc: which of the following completes jim’s proof? 1.) asa postulate 2.) hl postulate 3.) sas postulate 4.) sss postulate

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Mathematics, 26.06.2019 10:30, dontcareanyonemo

Jim makes the chart shown below to prove that triangle apd is congruent to triangle bpc: which of the following completes jim’s proof? 1.) asa postulate 2.) hl postulate 3.) sas postulate 4.) sss postulate

Answers: 1

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Mathematics, 29.06.2019 03:30, myparentsrock17

The figure below shows a square abcd and an equilateral triangle dpc: nick makes the chart shown below to prove that triangle apd is congruent to triangle bpc: statements justifications in triangles apd and bpc; ap = pb p is the vertex of the equilateral triangle in triangles apd and bpc; ad = bc sides of square abcd are equal in triangles apd and bpc; angle adp = angle bcp angle adc = angle bcd = 90° and angle adp = angle bcp = 90° − 60° = 30° triangles apd and bpc are congruent sas postulate what is the error in nick's proof? he uses the sas postulate instead of aas postulate to prove the triangles congruent. he assumes that ap = pb because p is the vertex of the equilateral triangle. he uses the sas postulate instead of sss postulate to prove the triangles congruent. he writes the measure of angles adp and bcp as 30° instead of 45°.

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Mathematics, 26.07.2019 06:20, carsonngibbons4354

The below shows a square abcd and an equilateral triangle dpc: nick makes the chart shown below to prove that triangle apd is congruent to triangle bpc: which of the following completes nick's proof? a) p is the vertex of the equilateral triangleb) sides of equilateral triangle dpc are equalc) triangle apb is an isosceles triangled) dc is the base of an equilateral triangle

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