Chapter 1: Problem 105
Simplify each expression. $$24 \div 4 \cdot 3+3$$
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Chapter 1: Problem 105
Simplify each expression. $$24 \div 4 \cdot 3+3$$
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Which property of real numbers justifies each statement? $$(x+y)+z=z+(x+y)$$
Explain why 2 is the only even prime number.
Use the given property to rewrite the expression in a different form. SEE EXAMPLE \(6 .\) (OBJECTIVE 5 ) \((x+y) z ;\) commutative property of addition.
Let \(x=2, y=-3,\) and \(z=1 .\) Show that the two expressions have the same value. $$(x z) y ; x(y z)$$
Write each inequality as an equivalent inequality in which the inequality symbol points in the opposite direction. $$8-3<8$$
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