name:______\ndate:______\nopen season 3 - ela & math integrated worksheet\nela - character traits\nq1: at…
name:______\ndate:______\nopen season 3 - ela & math integrated worksheet\nela - character traits\nq1: at the beginning of the movie, boog is excited for a \guys trip\ but ends up disappointed when his friends cancel. how would you describe boogs personality at the start of the movie? what traits show through his reaction to being left alone?\nmath - integers\nq2: boog feels increasingly lonely as he realizes his friends are busy with their families. if boogs happiness drops by 3 points each day he spends alone, how much has it dropped after 5 days?\nela - conflict\nq3: boog feels left out and sets off on his own adventure. what is the main conflict boog faces after leaving his friends? is it internal or external? explain.\nmath - ratio & proportion\nq4: boog stumbles upon a traveling circus full of animals. if there are 15 animals in the circus and 5 of them are bears like boog, what is the ratio of bears to non - bears?\nela - setting\nq5: boog compares life in the forest to life in the circus. compare the forest and the circus settings. how does each setting affect boogs choices and emotions?\nmath - geometry: area\nq6: boog performs in the circus ring, which is circular but set inside a rectangular arena. if the rectangular arena is 12 meters long and 8 meters wide, what is its area?\n - point of view\nweve follow boogs journey closely throughout the movie. whose point of view is the movie mostly told from, and how that affect how we see the story?\nfractions\nboog shares snacks with a new friend at the circus. if boog eats 2/3 of a pie and his friend eats 1/6, what fraction of
Answer
Q1
Brief Explanations:
At the start, Boog is sociable and excited for a group activity. His disappointment at being left alone shows he values companionship.
Answer:
Boog is sociable and values friendship at the start. His reaction to being left alone shows his disappointment and need for companionship.
Q2
Explanation:
Step1: Identify the rate of drop
Boog's happiness drops by 3 points per day. So the rate $r = 3$.
Step2: Calculate the total drop
We use the formula $D=r\times t$, where $t = 5$ days. So $D=3\times5$. $D = 15$
Answer:
15
Q3
Brief Explanations:
The main conflict is external as Boog faces challenges in the outside - world alone after leaving his friends, like dealing with the circus environment and other animals.
Answer:
The main conflict is external. Boog has to face the challenges of the circus environment and other animals alone after leaving his friends.
Q4
Explanation:
Step1: Find the number of non - bears
There are 15 animals in total and 5 are bears. So the number of non - bears is $15 - 5=10$.
Step2: Calculate the ratio
The ratio of bears to non - bears is $\frac{5}{10}=\frac{1}{2}$.
Answer:
$1:2$
Q5
Brief Explanations:
In the forest, Boog is free and at home, which makes him comfortable and relaxed. In the circus, he is in a confined and unfamiliar space, causing him to feel out of place and anxious. These settings influence his desire to return to the forest.
Answer:
In the forest, Boog is comfortable and free; in the circus, he is out of place and anxious. The forest makes him want to stay in his familiar home, while the circus makes him long for the forest.
Q6
Explanation:
Step1: Recall the area formula for a rectangle
The area formula for a rectangle is $A = l\times w$, where $l$ is the length and $w$ is the width.
Step2: Substitute the values
Given $l = 12$ meters and $w = 8$ meters. So $A=12\times8$. $A = 96$ square meters
Answer:
96 square meters
Q7
Brief Explanations:
The movie is mostly told from Boog's point of view. This makes the audience empathize with his feelings, experiences, and decision - making process as we see the world through his eyes.
Answer:
The movie is mostly told from Boog's point of view. This allows the audience to empathize with his feelings, experiences, and decision - making as we see the world through his eyes.
Q8
Explanation:
Step1: Find a common denominator
The common denominator of 3 and 6 is 6. So $\frac{2}{3}=\frac{2\times2}{3\times2}=\frac{4}{6}$.
Step2: Add the fractions
The total fraction of the pie eaten is $\frac{4}{6}+\frac{1}{6}=\frac{4 + 1}{6}=\frac{5}{6}$.
Answer:
$\frac{5}{6}$