Answer:
ASA congruence postulate
Step-by-step explanation:
The previous steps show the angles at either end of segment RT are congruent with their corresponding angles. This means you have congruent angles, congruent sides, and congruent angles, in that order. The ASA congruence postulate is all that is needed for you to complete the proof.
The triangles are said to be similar, so the measures of sides in the larger triangle are proportional to the measures of sides in the smaller triangle. The measures of the two long sides have the ratio 182:65, so we expect the ratio of the shortest sides to be the same:
... ? : 45 = 182 : 65 . . . or . . . ?/45 = 182/65
Multiplying the equation by 45 gives us
... ? = 45·(182/65) = 126
The appropriate choice is ...
... C. 126
Answer:

Step-by-step explanation:
Given

Required
Determine the formula
First, we need to solve common difference (d)

Take n as 2



Represent each function as a sum of the previous





Represent the function as 

Reorder
