Business Mathematics Brief 12th Edition by Stanley Salzman ,Gary Clendenen, Charles Miller

Question

Business Mathematics Brief 12th Edition by Stanley Salzman ,Gary Clendenen, Charles Miller

Edition 12ISBN: 978-0132605540

Business Mathematics Brief 12th Edition by Stanley Salzman ,Gary Clendenen, Charles Miller

Edition 12ISBN: 978-0132605540

Exercise 266

Convert this fractions to decimals. If a division does not come out evenly, round the answer to the nearest thousandth. (See Example.)
$Convert this fractions to decimals. If a division does not come out evenly, round the answer to the nearest thousandth. (See Example.) Converting Fractions to Decimals Convert the following fractions to decimals. (a) (b) Decimal equivalents Quick TIP Do not use both a decimal and a fraction in the same number. SOLUTION (a) Convert to a decimal by dividing 1 by 8. Add trailing zeros after the 1 as needed. (b) Divide 2 by 3. The division continues without ending and has a repeating decimal, which is often written as. ,. , or. . It would be written as.67 when rounded to the nearest hundredth and as.667 when rounded to the nearest thousandth. The calculator solution to this example is$
Converting Fractions to Decimals
Convert the following fractions to decimals.
(a)
$Convert this fractions to decimals. If a division does not come out evenly, round the answer to the nearest thousandth. (See Example.) Converting Fractions to Decimals Convert the following fractions to decimals. (a) (b) Decimal equivalents Quick TIP Do not use both a decimal and a fraction in the same number. SOLUTION (a) Convert to a decimal by dividing 1 by 8. Add trailing zeros after the 1 as needed. (b) Divide 2 by 3. The division continues without ending and has a repeating decimal, which is often written as. ,. , or. . It would be written as.67 when rounded to the nearest hundredth and as.667 when rounded to the nearest thousandth. The calculator solution to this example is$
(b)
$Convert this fractions to decimals. If a division does not come out evenly, round the answer to the nearest thousandth. (See Example.) Converting Fractions to Decimals Convert the following fractions to decimals. (a) (b) Decimal equivalents Quick TIP Do not use both a decimal and a fraction in the same number. SOLUTION (a) Convert to a decimal by dividing 1 by 8. Add trailing zeros after the 1 as needed. (b) Divide 2 by 3. The division continues without ending and has a repeating decimal, which is often written as. ,. , or. . It would be written as.67 when rounded to the nearest hundredth and as.667 when rounded to the nearest thousandth. The calculator solution to this example is$
Decimal equivalents
$Convert this fractions to decimals. If a division does not come out evenly, round the answer to the nearest thousandth. (See Example.) Converting Fractions to Decimals Convert the following fractions to decimals. (a) (b) Decimal equivalents Quick TIP Do not use both a decimal and a fraction in the same number. SOLUTION (a) Convert to a decimal by dividing 1 by 8. Add trailing zeros after the 1 as needed. (b) Divide 2 by 3. The division continues without ending and has a repeating decimal, which is often written as. ,. , or. . It would be written as.67 when rounded to the nearest hundredth and as.667 when rounded to the nearest thousandth. The calculator solution to this example is$
Quick TIP
Do not use both a decimal and a fraction in the same number.
SOLUTION
(a) Convert
$Convert this fractions to decimals. If a division does not come out evenly, round the answer to the nearest thousandth. (See Example.) Converting Fractions to Decimals Convert the following fractions to decimals. (a) (b) Decimal equivalents Quick TIP Do not use both a decimal and a fraction in the same number. SOLUTION (a) Convert to a decimal by dividing 1 by 8. Add trailing zeros after the 1 as needed. (b) Divide 2 by 3. The division continues without ending and has a repeating decimal, which is often written as. ,. , or. . It would be written as.67 when rounded to the nearest hundredth and as.667 when rounded to the nearest thousandth. The calculator solution to this example is$ to a decimal by dividing 1 by 8. Add trailing zeros after the 1 as needed.
$Convert this fractions to decimals. If a division does not come out evenly, round the answer to the nearest thousandth. (See Example.) Converting Fractions to Decimals Convert the following fractions to decimals. (a) (b) Decimal equivalents Quick TIP Do not use both a decimal and a fraction in the same number. SOLUTION (a) Convert to a decimal by dividing 1 by 8. Add trailing zeros after the 1 as needed. (b) Divide 2 by 3. The division continues without ending and has a repeating decimal, which is often written as. ,. , or. . It would be written as.67 when rounded to the nearest hundredth and as.667 when rounded to the nearest thousandth. The calculator solution to this example is$
(b) Divide 2 by 3.
$Convert this fractions to decimals. If a division does not come out evenly, round the answer to the nearest thousandth. (See Example.) Converting Fractions to Decimals Convert the following fractions to decimals. (a) (b) Decimal equivalents Quick TIP Do not use both a decimal and a fraction in the same number. SOLUTION (a) Convert to a decimal by dividing 1 by 8. Add trailing zeros after the 1 as needed. (b) Divide 2 by 3. The division continues without ending and has a repeating decimal, which is often written as. ,. , or. . It would be written as.67 when rounded to the nearest hundredth and as.667 when rounded to the nearest thousandth. The calculator solution to this example is$
The division continues without ending and has a repeating decimal, which is often written as.
$Convert this fractions to decimals. If a division does not come out evenly, round the answer to the nearest thousandth. (See Example.) Converting Fractions to Decimals Convert the following fractions to decimals. (a) (b) Decimal equivalents Quick TIP Do not use both a decimal and a fraction in the same number. SOLUTION (a) Convert to a decimal by dividing 1 by 8. Add trailing zeros after the 1 as needed. (b) Divide 2 by 3. The division continues without ending and has a repeating decimal, which is often written as. ,. , or. . It would be written as.67 when rounded to the nearest hundredth and as.667 when rounded to the nearest thousandth. The calculator solution to this example is$ ,.
$Convert this fractions to decimals. If a division does not come out evenly, round the answer to the nearest thousandth. (See Example.) Converting Fractions to Decimals Convert the following fractions to decimals. (a) (b) Decimal equivalents Quick TIP Do not use both a decimal and a fraction in the same number. SOLUTION (a) Convert to a decimal by dividing 1 by 8. Add trailing zeros after the 1 as needed. (b) Divide 2 by 3. The division continues without ending and has a repeating decimal, which is often written as. ,. , or. . It would be written as.67 when rounded to the nearest hundredth and as.667 when rounded to the nearest thousandth. The calculator solution to this example is$ , or.
$Convert this fractions to decimals. If a division does not come out evenly, round the answer to the nearest thousandth. (See Example.) Converting Fractions to Decimals Convert the following fractions to decimals. (a) (b) Decimal equivalents Quick TIP Do not use both a decimal and a fraction in the same number. SOLUTION (a) Convert to a decimal by dividing 1 by 8. Add trailing zeros after the 1 as needed. (b) Divide 2 by 3. The division continues without ending and has a repeating decimal, which is often written as. ,. , or. . It would be written as.67 when rounded to the nearest hundredth and as.667 when rounded to the nearest thousandth. The calculator solution to this example is$ . It would be written as.67 when rounded to the nearest hundredth and as.667 when rounded to the nearest thousandth.
The calculator solution to this example is
$Convert this fractions to decimals. If a division does not come out evenly, round the answer to the nearest thousandth. (See Example.) Converting Fractions to Decimals Convert the following fractions to decimals. (a) (b) Decimal equivalents Quick TIP Do not use both a decimal and a fraction in the same number. SOLUTION (a) Convert to a decimal by dividing 1 by 8. Add trailing zeros after the 1 as needed. (b) Divide 2 by 3. The division continues without ending and has a repeating decimal, which is often written as. ,. , or. . It would be written as.67 when rounded to the nearest hundredth and as.667 when rounded to the nearest thousandth. The calculator solution to this example is$

Explanation

Verified

Convert to a decimal by dividing 7 by 8...