Chapter 1: Problem 31
Graph each group of numbers on a number line. $$ -2,-6,-4,3,4 $$
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These are the key concepts you need to understand to accurately answer the question.
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Chapter 1: Problem 31
Graph each group of numbers on a number line. $$ -2,-6,-4,3,4 $$
These are the key concepts you need to understand to accurately answer the question.
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Simplify each expression. $$ -3(2 r-3)+2(5 r+3) $$
Simplify each expression. $$ 2 p^{2}+3 p^{2}-8 p^{3}-6 p^{3} $$
Evaluate each expression for \(x=6, y=-4,\) and \(a=3\) $$ (-5+x)(-3+y)(3-a) $$
To find the average (mean) of numbers, we add the numbers and then divide the sum by the number of terms added. For example, to find the average of \(14,8,3,9,\) and \(1,\) we add them and then divide by 5. $$ \frac{14+8+3+9+1}{5}=\frac{35}{5}=7 \leftarrow \text { Average } $$ Find the average of each group of numbers. \(23,18,13,-4,\) and \(-8\)
Translate each phrase into a mathematical expression. Use \(x\) as the variable. Combine like terms when possible. Six times a number, added to the sum of the number and six
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