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**Chapter 7 basic math skills Section 7.1 Math Fundamentals Section 7.2**

Interpreting Numbers

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**CONNECT When do you use basic math skills in your everyday life?**

Math Fundamentals Section 7.1 CONNECT When do you use basic math skills in your everyday life?

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Math Fundamentals Section 7.1 Express numbers with letters, using commas and hyphens. Explain fractions. Perform basic math operations with decimal numbers and round answers. Convert fractions to decimal equivalents.

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**Jobs in marketing and business require math skills.**

Math Fundamentals Section 7.1 Jobs in marketing and business require math skills.

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**Math Fundamentals digits fractions numerator denominator mixed number**

Section 7.1 digits fractions numerator denominator mixed number decimal number

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**Examples of Math Operations**

Math Fundamentals Section 7.1 Examples of Math Operations

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**Examples of Math Operations**

Math Fundamentals Section 7.1 Examples of Math Operations

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**1 2 3 4 5 6 7 8 9 Math Fundamentals Writing Whole Numbers**

Section 7.1 Writing Whole Numbers 1 2 3 4 5 6 7 8 9 Our numbering system is composed of ten digits. digits The ten basic symbols in our numbering system: 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9. Each digit represents a number and can be combined to represent larger numbers.

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**Math Fundamentals Writing Whole Numbers Writing Numbers in Words**

Section 7.1 Writing Whole Numbers Writing Numbers in Words 36,750 thirty-six thousand, seven hundred fifty 360 three hundred sixty 29 twenty-nine 3,000,375 three million, three hundred seventy-five

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**Math Fundamentals Writing Whole Numbers**

Section 7.1 Writing Whole Numbers Many jobs in marketing require a good understanding of fractions. fraction Number used to describe or compare parts of a whole.

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**Math Fundamentals Writing Whole Numbers**

Section 7.1 Writing Whole Numbers The numerator and denominator are important fraction concepts. 3 5 numerator The top number of a fraction, which represents the number of parts being considered. denominator The bottom number of a fraction, which represents how many parts in a whole.

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**1 Math Fundamentals Writing Whole Numbers**

Section 7.1 Writing Whole Numbers When the numerator is greater than the denominator, it can be written as a mixed number. 1 5 1 mixed number A whole number and a fraction.

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**5.3 Math Fundamentals Decimal Numbers**

Section 7.1 Decimal Numbers A decimal number is another way to write a fraction. 5.3 decimal number Another way to write a fraction or mixed number whose denominator is a power of 10.

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Math Fundamentals Section 7.1 Decimal Numbers

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**Operations with Decimal Numbers**

Math Fundamentals Section 7.1 Operations with Decimal Numbers Multiplying decimal numbers: Multiply the two numbers like whole numbers. Add the number of decimal places in the numbers being multiplied.

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**The Steps of Rounding Decimal Numbers**

Math Fundamentals Section 7.1 Operations with Decimal Numbers The Steps of Rounding Decimal Numbers

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**The Steps of Rounding Decimal Numbers**

Math Fundamentals Section 7.1 Operations with Decimal Numbers The Steps of Rounding Decimal Numbers

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**Operations with Decimal Numbers**

Math Fundamentals Section 7.1 Operations with Decimal Numbers Division of decimal numbers is similar to division of whole numbers.

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**Operations with Decimal Numbers**

Math Fundamentals Section 7.1 Operations with Decimal Numbers To convert any fraction to a decimal, simply divide the numerator by the denominator.

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**Converting Fractions to Decimals**

Math Fundamentals Section 7.1 Operations with Decimal Numbers Converting Fractions to Decimals

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**Calculating Surface Measurements**

Math Fundamentals Section 7.1 Calculating Surface Measurements To compute the area of a rectangle or square, multiply the length of one side by the length of the side next to it.

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Math Fundamentals Section 7.1 Section 7.1 1. Write the whole number 3,010,049 in words, using commas and hyphens correctly. Three million, ten thousand, forty-nine

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Math Fundamentals Section 7.1 Section 7.1 2. Round $6.875 to the nearest cent and to the nearest dollar. Rounded to the nearest cent: $6.88; to the nearest dollar: $7.00

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**Math Fundamentals 3. Convert the fraction to its decimal equivalent.**

Section 7.1 Section 7.1 1 8 3. Convert the fraction to its decimal equivalent. 0.125 (1 ÷ 8 = 0.125)

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**CONNECT When have you had to represent a math concept visually?**

Interpreting Numbers Section 7.2 CONNECT When have you had to represent a math concept visually?

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**Interpreting Numbers Use a calculator to solve math problems.**

Section 7.2 Use a calculator to solve math problems. Convert percentages to decimals and decimals to percentages. Read graphs used to present mathematical data.

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Interpreting Numbers Section 7.2 Calculators, computers, algebraic thinking, and statistics are all important tools for marketing professionals.

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**Interpreting Numbers RPN percentage bar graph line graph circle graph**

Section 7.2 RPN percentage bar graph line graph circle graph pie chart

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**Tax on a Sale, Estimating Gratuity, and Illustrating or Comparing Data**

Interpreting Numbers Section 7.2 Tax on a Sale, Estimating Gratuity, and Illustrating or Comparing Data

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**Tax on a Sale, Estimating Gratuity, and Illustrating or Comparing Data**

Interpreting Numbers Section 7.2 Tax on a Sale, Estimating Gratuity, and Illustrating or Comparing Data

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**Interpreting Numbers Using a Calculator**

Section 7.2 Using a Calculator Most calculators use algebraic logic to enter numbers. The other type uses RPN. RPN An entry method in which the operators follow the operands.

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**Interpreting Numbers Using a Calculator**

Section 7.2 Using a Calculator Estimate, Then Operate Check the displayed answer against the estimate Enter the problem in the calculator Estimate

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**Compare and Contrast Calculators**

Interpreting Numbers Section 7.2 Using a Calculator Compare and Contrast Calculators

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**Compare and Contrast Calculators**

Interpreting Numbers Section 7.2 Using a Calculator Compare and Contrast Calculators

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**Ten-Key by Sight or Touch**

Interpreting Numbers Section 7.2 Ten-Key by Sight or Touch Tips for Using a 10-Key Keypad Keep your fingers close to the home row of keys ( 4,5,6). Keep your arm, wrist, and hand in a straight line. Do not rest your wrist on your desk or the counter. Relax your fingers and press the keys lightly. Frequent, short periods of practice are effective.

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**Interpreting Numbers Percentages**

Section 7.2 Percentages To write a whole number or a decimal number as a percentage, multiply it by 100. Move the decimal point two places to the right. percentage A number expressed as parts per 100.

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**Interpreting Numbers Percentages**

Section 7.2 Percentages To write a fraction or mixed number as a percentage, first convert the fraction to decimal form. Then multiply by 100.

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**Converting Fractions and Percentages**

Interpreting Numbers Section 7.2 Percentages Converting Fractions and Percentages

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**Converting Fractions and Percentages**

Interpreting Numbers Section 7.2 Percentages Converting Fractions and Percentages

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**Reading Charts and Graphs**

Interpreting Numbers Section 7.2 Reading Charts and Graphs Example of a Bar Graph bar graph A drawing made up of parallel bars whose lengths correspond to what is being measured.

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**Example of a Circle Graph or Pie Chart**

Interpreting Numbers Section 7.2 Reading Charts and Graphs Example of a Circle Graph or Pie Chart circle graph A pie-shaped figure that shows the relative sizes of the parts of a whole. pie chart Another name for a pie chart.

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**Example of a Frequency Table**

Interpreting Numbers Section 7.2 Reading Charts and Graphs Example of a Frequency Table Mobile cellular Fixed line

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**Interpreting Numbers Algebraic Thinking**

Section 7.2 Algebraic Thinking Algebraic thinking looks for patterns and relationships called functions. We use symbols to represent variables.

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**Descriptive Statistics**

Interpreting Numbers Section 7.2 Descriptive Statistics The mean is computed by adding up all the values and dividing by the number of values. The median is the exact middle of a set of values. The mode is the most frequent occurring value.

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**Descriptive Statistics**

Interpreting Numbers Section 7.2 Descriptive Statistics Statistics Terms

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**Descriptive Statistics**

Interpreting Numbers Section 7.2 Descriptive Statistics Statistics Terms

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Interpreting Numbers Section 7.2 Section 7.2 2 3 1. Calculate the decimal equivalent of Round to the nearest thousandth. 2 3 The decimal equivalent of , rounded to the nearest thousandth, is

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Interpreting Numbers Section 7.2 Section 7.2 2. Determine the decimal equivalent of 25 percent. What is the percentage equivalent of 1? The decimal equivalent of 25% is .25; the percentage equivalent of 1 is 100%.

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Interpreting Numbers Section 7.2 Section 7.2 3. Explain how graphs are helpful in representing numerical data. What are three common forms of graphic representation? Graphs present information in a way that is easy to understand. Three common forms of graphic representation are bar graphs, line graphs, and circle graphs.

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**Chapter 7 basic math skills Section 7.1 Math Fundamentals Section 7.2**

End of Chapter 7 basic math skills Section 7.1 Math Fundamentals Section 7.2 Interpreting Numbers

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MFM 2P Review – Core Skills Learning Goals: I can round whole numbers and integers I can convert from a percent to a decimal I can convert a number into.

MFM 2P Review – Core Skills Learning Goals: I can round whole numbers and integers I can convert from a percent to a decimal I can convert a number into.

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