Mathematics

Mathematics, 16.07.2019 17:10, tfyvcu5344

Then aabc and aefd are congruent by the asa criterion.
then aabc and aefd are congruent by the sas criterion.

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Mathematics, 25.07.2019 18:40, IrieBoy479

Given ∠c ≈ ∠b and ∠bda is a right angle, are the two triangles, δbda and δcda congruent? if so, by what criterion? a)yes, by aa criterion b)yes, by sas criterion c)yes, by ssa criterion d)yes, by aas criterion

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Mathematics, 20.09.2019 02:30, tasnimsas3

The proves that ∆abc and ∆efg are congruent by the sas criterion. a. angle a is congruent to angle e b. b is congruent to angle f c. ab=ef d. angle c is congruent to angle g if ab ≠ ef, criterion for congruency is violated a. ssa b. asa c. sss d. sas in this situation, angle c g. a.may be congruent to b.is congruent to c.cannot be congruent to

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Mathematics, 25.10.2019 18:43, kaylabjoyner4023

Match each set of conditions with the corresponding relationship between aabc and axyz and the criterion (if any) that proves the relationship. ab = xy, bc = yz, and angle b is congruent to angle y. aabc and axyz are congruent by the sss criterion ab = xy, and angles a and b are congruent to angles x and y respectively aabc and axyz are not necessarily congruent. angles a, b, and care congruent to angles x, y, and z, respectively aabc and axyz are congruent by the sas criterion ab = xy, bc = yz, and ca = zx aabc and axyz are congruent by the asa criterion.

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Then aabc and aefd are congruent by the asa criterion.
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