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Quantitative[ edit ] Middle and Upper Level: These sections are called the quantitative sections. The words used in SSAT problems refer to basic mathematical operations.
Many of the questions that appear in the quantitative sections of the Middle Level SSAT are structured in mathematical terms that directly state the operation needed to determine the best answer choice.
Other questions are structured as word problems. A word problem often does not specifically state the mathematical operation or operations to perform in order to determine the answer.
These items are a mixture of concepts that are considered to be the basis of the third and fourth grade mathematics curricula and a few that will challenge the third- or fourth-grade student.
These include questions on number sense, properties, and operations; algebra and functions; geometry and spatial sense; measurement; and probability. In general, the SSAT uses two types of writing: By presenting passages and questions about the passages, the reading comprehension section measures a test taker's ability to understand what he or she read.
The passages are chosen from a variety of categories, including, but not limited to: The reading section of the EL SSAT consists of seven short, grade-level—appropriate passages, each with four multiple-choice questions.
These passages may include prose and poetry, fiction and nonfiction, from diverse cultures. Students are asked to locate information and find meaning by skimming and close reading. They are also asked to demonstrate literal, inferential, and evaluative comprehension of a variety of printed materials.
Questions ask the reader to show understanding of key ideas and details to determine the main idea of the text. Additionally, they ask the reader to determine the meaning of words and phrases as they are used in a text, distinguishing literal from non-literal language. It asks students to identify synonyms and to interpret analogies.
The synonym questions test the strength of the students' vocabulary, while the analogy questions measure their ability to relate ideas to each other logically. Analogies are a comparison between two things that are usually seen as different from each other but have some similarities.
They act as an aid to understanding things by making connections and seeing relationships between them based on knowledge already possessed. Comparisons like these play an important role in improving problem-solving and decision-making skills, in perception and memory, in communication and reasoning skills, and in reading and building vocabulary.
Analogies help students to process information actively, make important decisions, and improve understanding and long-term memory. Considering the relationships stimulates critical and creative thinking.
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