A: The immigrant roots of its population.
Answer:
Yes, it is proportional.
Proportions Explained:
Draw 2 triangles, triangle ABC and triangle DEF. Label any 2 sides of triangle ABC as measuring 18" and 4". Label the 2 corresponding sides of triangle DEF as measuring 72" and 16".
When you see if 18/72 and 4/16 are proportional, you are seeing if triangle ABC and triangle DEF are similar. One way to do it is with proportions, which is the way we are doing it. When making proportions, you want to put corresponding sides into the same fraction. For example, let's say you labeled side AB as 18" and side BC as 4". In triangle DEF, let's say you labeled side DE as 72" and side EF as 16". When making proportions, you want to put the corresponding side lengths (AB and DE) into the same fraction. Second fraction, same way. Just remember that the second fraction has to correspond with the first fraction. If you put the side length of triangle ABC on top and the side length of triangle DEF on bottom, you need to do the same for the second fraction.
But, they did the previous steps and want you to do the rest:
Now you have two fractions: AB/DE and BC/EF, or 18/72 and 4/16. Fully reduce each fraction, and if they come out to the same fully reduced fraction, they are proportional and the two triangles are similar. 18/72 reduces to 1/4 and 4/16 reduced to 1/4. 1/4=1/4, so the final answer is yes.
Answer:
He shows himself to be a complex figure because although he wants to please his own family, he wants to follow his own desires and fulfill his own goals, even if this goes against the goals of his family.
Explanation:
In the excerpt shown in the question above, we can see that Craig shows himself to be a complex character because of his desires and objective decisions, which are often contrary to each other. As we can see, Craig wants to make his family happy and walk the professional path that his family decided he should have. However, when knowing another professional path, he develops desires contrary to his family. He still wants his family to be happy and proud of him, but he wants to go his own way, make his own choices and achieve the goals he created.
