Question

Drag the ruler or protractor over a segment or an angle to get its measure. Check each pair of corresponding sides and each pair of corresponding angles for equal measures.
If each pair is equal in measure, the triangles are congruent.

If any one of the measures of a pair is not equal, the triangles are not congruent.

Are these triangles congruent?

Answer 1

The triangles are not congruent hence the response is No, corresponding angles are not congruent and corresponding sides are not proportional.

What is the angles about?

Corresponding sides are known to be defined as the sides that are found in a similar  position in any kind of 2-dimensional shapes.

From the image attached;

EF/AC  = 3/2

DE/BC =4 /3   ----- (corresponding sides)

EF/AC ± DE/BC

tan b = AC/BC = 2/3

Tan d:  EF/DE =  3/4          ----- (corresponding angles)

Since tan b ≠ tan d, hence m∠b ≠ m∠d

Therefore,  corresponding sides are not congruent while corresponding angles are also not congruent .

Hence: The triangles are not congruent hence the response is No, corresponding angles are not congruent and corresponding sides are not proportional.

Learn more about congruent angles from

brainly.com/question/20319192

#SPJ1