To compare the points of view of Grandpa and Dad about the past first read the information about them, list the points of view of each person, and finally identify common points and differences through keywords.
<h3>What is to compare?</h3>
A comparison implies identifying both the common points (similarities) and contrasting points (differences) of two or more elements.
<h3>What are the steps to compare Grandpa and Dad's perspectives?</h3>
Even though there is not enough information about who they are or their ideas about the past; here are some basic steps you can follow:
- Carefully read the information about them: The first step is to read and analyze the information of the source about Grandpa and Dad.
- Identify the point of view of each person: After reading the information about them, you need to identify what each person thinks about the past.
- Find similarities and contrasting ideas: Finally, you can compare and contrast the points to view to find out how similar or different they are.
Note: This question is incomplete because there is no information about the perspectives of the people mentioned; due to this, I answered it based on general knowledge.
Learn more about comparison in: brainly.com/question/1516829
The word aqueduct comes from the Latin words "Aqua" meaning water and "ducere" meaning to lead. Then it becomes the Latin word "aquae ductus" meaning conduit. Therefore, the meaning of the word aqueduct is a structure that leads water. The correct answer is option B.
Assuming that plumbs is the underlined word, ignores would be the antonym
The correct answer is In a scalene triangle, none of the angles are congruent.
Explanation:
A scalene triangle differs from an equilateral and isosceles triangle because in this triangle, the three sides are different in length, and therefore, the inner angles of the triangle have different measures. This implies in each of the triangles Pam drew there are not two equal angles. This makes it impossible for angles to be congruent or to have the same measure in degrees. Therefore, in these triangles none of the angles are congruent.
