Questions

Vocabulary Review: Preamble (Introduction to Constitution Stating Goals)

Keywords: preamble, U.S. Constitution, introduction, goals, purposes, vocabulary review, social studies

This question asks for the term defining the introduction to the Constitution that states its goals and purposes. The answer is Preamble.

Graph the Image of Triangle RST After Reflection Over the x-axis

Keywords: reflection over x-axis, triangle reflection, coordinate geometry, graph transformation, (x,y) to (x,-y)

This problem involves reflecting triangle RST over the x-axis. Using the reflection rule (x, y) → (x, -y), we transform the vertices R(-4, -10), S(0, -10), and T(0, -4) to R'(-4, 10), S'(0, 10), and T'(0, 4), then graph the new triangle.

Find Absolute Value of \( |5| \) in Grade 6 Math

Keywords: absolute value, \( |5| \), positive integers, grade 6 math

This problem requires finding \( |5| \). As 5 is a positive integer, its absolute value is itself, so \( |5| = 5 \).

Find Absolute Value of \( |8| \) in Grade 6 Math

Keywords: absolute value, \( |8| \), positive numbers, grade 6 math

This problem asks for \( |8| \). As 8 is a positive integer, its absolute value is 8, so \( |8| = 8 \).

Find Absolute Value of \( |3| \) in Grade 6 Math

Keywords: absolute value, \( |3| \), positive integers, grade 6 math

This problem requires finding the absolute value of \( |3| \). As 3 is a positive integer, its absolute value is the number itself, so \( |3| = 3 \).

Find Absolute Value of \( |-22| \) in Grade 6 Math

Keywords: absolute value, \( |-22| \), negative integers, grade 6 math

This problem is about finding the absolute value of \( |-22| \). The absolute value of a negative integer is its positive opposite, so \( |-22| = 22 \).

Find Absolute Value of \( |-8| \) in Grade 6 Math

Keywords: absolute value, \( |-8| \), negative numbers, grade 6 math

To find \( |-8| \), we use the definition of absolute value. Since - 8 is 8 units away from zero on the number line, \( |-8| = 8 \).

Find Absolute Value of \( |-6| \) in Grade 6 Math

Keywords: absolute value, \( |-6| \), grade 6 math, negative integers

This problem asks for \( |-6| \). The absolute value of - 6 is 6 because it is 6 units away from zero on the number line.

Find Absolute Value of \( |18 - 24| \) in Grade 6 Math

Keywords: absolute value, difference, \( |18 - 24| \), grade 6 math

This problem involves finding the absolute value of the difference \( 18 - 24 \). First, \( 18 - 24=-6 \). The absolute value of - 6 is 6, so \( |18 - 24| = 6 \).

Find Absolute Value of \( |10 - 28| \) in Grade 6 Math

Keywords: absolute value, \( |10 - 28| \), subtraction, grade 6 math

To solve \( |10 - 28| \), we first compute \( 10 - 28=-18 \). The absolute value of - 18 is 18, so \( |10 - 28| = 18 \).

Find Absolute Value of \( |12 - 243| \) in Grade 6 Math

Keywords: absolute value, \( |12 - 243| \), large integers, grade 6 math

To solve \( |12 - 243| \), we first compute \( 12 - 243=-231 \). The absolute value of - 231 is 231, so \( |12 - 243| = 231 \).

Find Absolute Value of \( |14 - 7| \) in Grade 6 Math

Keywords: absolute value, \( |14 - 7| \), small integers, grade 6 math

This problem involves \( |14 - 7| \). Calculating \( 14 - 7 = 7 \), and the absolute value of 7 is 7, so \( |14 - 7| = 7 \).