Answer these last math questions. *! you'll get 19 points, if you answer them *

Question 25: C

Question 26: E

Question 27: B

Question 28: H

Step-by-step explanation:

Question 25: Again, the statement is described in the given section.

Question 26: This requires a little more knowledge. The Alternate Interior Angle Theorem states that if a line (in this case, RT) cuts through two parallel lines (RQ and TS, as described in the given section), the alternate interior angles (∠RTQ and ∠SRT) are congruent.

Question 27: Again, the reflexive property states that anything is equal to itself. B shows that RT ≅ RT, an example of this property.

Question 28: Unlike last time, we found two sides and one angle of each triangle to be congruent with each other. This is an example of SAS, choice H.

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