Question

a. historical content & accuracy (15 points)
requirement\tpoints earned
date + location included\t____ /2
alliance chosen (allied or central)\t____ /1
front chosen (western or eastern)\t____ /1
living/working conditions described (3+ details)\t____ /2
soldier duties described (2+ duties)\t____ /3
wwi technology included (2+ examples w/ explanations)\t____ /3
free time described (2+ activities)\t____ /2
total a\t____ /15

b. vocabulary, historical figures, & pov (10 points)
requirement\tpoints earned
wwi vocabulary: 3+ terms used correctly\t____ /5
historical figures: 2 names included naturally\t____ /3
first - person pov + feelings/thoughts included\t____ /2
total b\t____ /10

c. presentation & creativity (5 points)
requirement\tpoints earned
final draft written in pen (pencil first, then pen)\t____ /2
appealing effects: at least 1 used\t____ /3
total c\t____ /5

final score: ____ / 30

Explanation:

To calculate the final score, we need to sum the total points earned from sections A, B, and C. However, since the points earned for each requirement are not filled in, we assume we need to explain the process of summing them.

Step 1: Sum Total A, Total B, and Total C

Let \( A \) be the total points earned in section A, \( B \) be the total points earned in section B, and \( C \) be the total points earned in section C. The final score \( S \) is given by the formula:
\[ S = A + B + C \]

For example, if a student earned 12 points in A, 8 points in B, and 4 points in C, then:

Step 2: Substitute values (example)

\[ S = 12 + 8 + 4 = 24 \]

But in the given document, the points earned for each requirement are blank, so the final score will be the sum of the filled - in "Points Earned" for each section (A, B, C) and then summed together.

Answer:

The final score is the sum of the total points earned in sections A, B, and C, calculated as \( \text{Final Score} = \text{Total A} + \text{Total B} + \text{Total C} \). (To get a numerical answer, fill in the "Points Earned" for each requirement, sum them for each section, and then sum the section totals.)