Chapter 3
Fundamentals of Mathematics · 453 exercises
Problem 60
Determine which of the whole numbers are prime and which are composite. 209
7 step solution
Problem 60
Find each value. Check each result with a calculator. \(\frac{6^{2}-1}{2^{3}-3}+\frac{4^{3}+2 \cdot 3}{2 \cdot 5}\)
7 step solution
Problem 60
Find the roots (using your knowledge of multiplication). Use a calculator to check each result. \(\sqrt{9}\)
3 step solution
Problem 61
Write each number as a product of prime factors. 1,614
4 step solution
Problem 61
Round 434,892 to the nearest ten thousand.
4 step solution
Problem 61
Determine which of the whole numbers are prime and which are composite. 667
8 step solution
Problem 61
Find each value. Check each result with a calculator. $$\frac{5\left(8^{2}-9 \cdot 6\right)}{2^{5}-7}+\frac{7^{2}-4^{2}}{2^{4}-5}$$
4 step solution
Problem 61
Find the roots (using your knowledge of multiplication). Use a calculator to check each result. \(\sqrt{16}\)
4 step solution
Problem 62
Write each number as a product of prime factors. 921
4 step solution
Problem 62
How much bigger is 14,061 than \(7,509 ?\)
4 step solution
Problem 62
Determine which of the whole numbers are prime and which are composite. 4,575
6 step solution
Problem 62
Find each value. Check each result with a calculator. $$\frac{(2+1)^{3}+2^{3}+1^{10}}{6^{2}}-\frac{15^{2}-[2 \cdot 5]^{2}}{5 \cdot5^{2}}$$
4 step solution
Problem 62
Find the roots (using your knowledge of multiplication). Use a calculator to check each result. \(\sqrt{36}\)
5 step solution
Problem 63
Write each number as a product of prime factors. 29
4 step solution
Problem 63
Find the quotient. \(22,428 \div 14\).
6 step solution
Problem 63
Determine which of the whole numbers are prime and which are composite.119
4 step solution
Problem 63
Find each value. Check each result with a calculator. $$\frac{6^{3}-2 \cdot 10^{2}}{2^{2}}+\frac{18\left(2^{3}+7^{2}\right)}{2(19)-3^{3}}$$
7 step solution
Problem 63
Find the roots (using your knowledge of multiplication). Use a calculator to check each result. \(\sqrt{64}\)
5 step solution
Problem 64
Write each number as a product of prime factors. 37
6 step solution
Problem 64
Expand \(84^{3}\). Do not find the value.
4 step solution
Problem 64
Find the prime factorization of each of the whole numbers. 26
5 step solution
Problem 64
Find each value. Check each result with a calculator. $$2 \cdot\left\\{6+\left[10^{2}-6 \sqrt{25}\right]\right\\}$$
5 step solution
Problem 64
Find the roots (using your knowledge of multiplication). Use a calculator to check each result. \(\sqrt{121}\)
4 step solution
Problem 65
Find the greatest common factor of each collection of numbers. 5 and 15
4 step solution
Problem 65
Find the greatest common factor of 48 and 72 .
5 step solution
Problem 65
Find the prime factorization of each of the whole numbers. 38
4 step solution
Problem 65
Find each value. Check each result with a calculator. $$181-3 \cdot(2 \sqrt{36}+3 \sqrt[3]{64})$$
5 step solution
Problem 65
Find the roots (using your knowledge of multiplication). Use a calculator to check each result. \(\sqrt{144}\)
5 step solution
Problem 66
Find the greatest common factor of each collection of numbers. 6 and 14
4 step solution
Problem 66
Find the prime factorization of each of the whole numbers. 54
5 step solution
Problem 66
Find each value. Check each result with a calculator. $$\frac{2 \cdot(\sqrt{81}-\sqrt[3]{125})}{4^{2}-10+2^{2}}$$
5 step solution
Problem 66
Find the roots (using your knowledge of multiplication). Use a calculator to check each result. \(\sqrt{169}\)
3 step solution
Problem 67
Find the greatest common factor of each collection of numbers. 10 and 15
3 step solution
Problem 67
Find the prime factorization of each of the whole numbers. 62
5 step solution
Problem 67
The fact that \(0+\) any whole number \(=\) that particular whole number is an example of which property of addition?
4 step solution
Problem 67
Find the roots (using your knowledge of multiplication). Use a calculator to check each result. \(\sqrt{225}\)
5 step solution
Problem 68
Find the greatest common factor of each collection of numbers. \(6,8,\) and 12
3 step solution
Problem 68
Find the prime factorization of each of the whole numbers. 56
4 step solution
Problem 68
Find the product. \(4,271 \times 630\).
6 step solution
Problem 68
Find the roots (using your knowledge of multiplication). Use a calculator to check each result. \(\sqrt[3]{27}\)
3 step solution
Problem 69
Find the greatest common factor of each collection of numbers. 18 and 24
3 step solution
Problem 69
Find the prime factorization of each of the whole numbers. 176
6 step solution
Problem 69
In the statement \(27 \div 3=9\), what name is given to the result \(9 ?\)
3 step solution
Problem 69
Find the roots (using your knowledge of multiplication). Use a calculator to check each result. \(\sqrt[5]{32}\)
4 step solution
Problem 70
Find the greatest common factor of each collection of numbers. 42 and 54
4 step solution
Problem 70
Find the prime factorization of each of the whole numbers. 480
10 step solution
Problem 70
What number is the multiplicative identity?
3 step solution
Problem 70
Find the roots (using your knowledge of multiplication). Use a calculator to check each result. \(\sqrt[4]{256}\)
4 step solution
Problem 71
Find the greatest common factor of each collection of numbers. 40 and 60
3 step solution
Problem 71
Find the prime factorization of each of the whole numbers. 819
6 step solution