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Problem 29

For the following problems, draw a number line that extends from -5 to \(5 .\) Place points at all real numbers bet ween and including each pair of numbers. -4 and 0

Problem 29

For the following problems, write each of the quantities using exponential notation. $$ (-7)(-7)(-7) \text { aabbba }(-7) \text { baab } $$

Problem 29

Use the commutative property of addition and multiplication to write expressions for an equal number for the following problems. You need not perform any calculations. $$6(s+1)$$

Problem 30

Draw a number line that extends from -5 to \(5 .\) Is it possible to locate any numbers that are strictly greater than 3 but also strictly less than \(-2 ?\)

Problem 30

Use the power rules for exponents to simplify the following problems. Assume that all bases are nonzero and that all variable exponents are natural numbers. $$ \left(3 m^{3}\right)^{4} $$

Problem 30

Use the product rule and quotient rule of exponents to simplify the following problems. Assume that all bases are nonzero and that all exponents are whole numbers. $$ 7^{3} \cdot 7^{0} $$

Problem 30

Is every rational number a real number?

Problem 30

For the following problems, use the order of operations to find each value. $$(4+7)(8-3)$$

Problem 30

Use the commutative property of addition and multiplication to write expressions for an equal number for the following problems. You need not perform any calculations. $$(8+a)(x+6)$$

Problem 30

For the following problems, write each of the quantities using exponential notation.

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