BASIC MATH.

Slides:



Advertisements
Similar presentations
Study Guide. a) Has a whole number part & a fraction part b) The answer to a division problem c) For example, 2 1/2 d) Both A and C.
Advertisements

Fractions Review.
Mixed Numbers and Improper Fractions A mixed number is a combination of a whole number and a fraction. For example... An improper fraction is a fraction.
Factors, Fractions, and Exponents
Unit 3 Decimal Fractions.
Unit 6 SIGNED NUMBERS.
Numerical Expressions
Fractions and Decimals
TechConnect Concrete Math.
PRESENTATION 1 Whole Numbers. PLACE VALUE The value of any digit depends on its place value Place value is based on multiples of 10 as follows: UNITS.
Place value and ordering
Dividing 1 digit by 2 digit numbers
W ORKING WITH D ECIMALS Summer Packet Review. Adding & Subtracting Decimals To add decimals, follow these steps: 1)Line up the decimals 2) Put in zeros.
6.6a Solve problems that involve +, -, x, and / with fractions and mixed numbers, with and without regrouping.
Fractions, Decimals, Percent. Fractions Fractions are ratios of two numbers. They are written as a top number separated from a bottom number by a fraction.
Introduction to Pharmaceutical Calculation
Operations with Fractions REVIEW CONCEPTS. Fractions A number in the form Numerator Denominator Or N D.
2nd Week of EOG Review Book
Fractions Math 173 DF Fall 2008 R. Raina. Overview ► Fraction Basics ► Types of Fractions ► Simplifying Fractions ► Multiplying and Dividing ► Adding.
Basic Math Review Ms. Ryan Medical Math MCATC
Fractions
BASIC OPERATIONS The four basic mathematical operations are: + Addition - - Subtraction × Multiplication ÷ Division.
Decimals Adding, subtracting, multiplying, dividing By Aleesha ryles.
B121 Chapter 5 Working with Numbers. Number representation ThousandHundredsTensUnits Natural numbers: 1,2,3,4,5……… Integers: Natural numbers.
Introduction To Number Systems Binary System M. AL-Towaileb1.
© 2009 Pearson Education, Upper Saddle River, NJ All Rights ReservedFloyd, Digital Fundamentals, 10 th ed Digital Logic Design Dr. Oliver Faust.
Operations with Decimals
Fractions.
s.html Year 8 Mathematics Fractions.
© 2009 Pearson Education, Upper Saddle River, NJ All Rights ReservedFloyd, Digital Fundamentals, 10 th ed Digital Fundamentals Tenth Edition Floyd.
Everyday Math Algorithms
Number Systems. The position of each digit in a weighted number system is assigned a weight based on the base or radix of the system. The radix of decimal.
Copyright © Cengage Learning. All rights reserved. Functions 1 Basic Concepts.
Fractions, Decimals & Percents Key Learning: Fractions, decimals & percents can be used interchangeably. The rules & relationships that govern whole numbers.
Quick Guide to Adding, Subtracting, Multiplying, and Dividing Decimals
Prepared By: Norakmar Binti Mohd Nadzari CHAPTER 2 ARITHMETIC AND LOGIC UNIT.
♣Multiplying Decimals♣
1-3 Multiplying and Dividing Decimals What You’ll Learn TTo multiply decimals TTo divide decimals.
5 Basic Mathematics.
Introduction To Number Systems
Dividing Polynomials.
Multiply with decimals
UNIT 2 Decimal Fractions.
5 Basic Mathematics.
Fractions A number in the form Numerator Denominator Or N D.
Adding, Subtracting, Multiplying and Dividing Fractions Review
FRACTIONS - A smaller part of a whole number.
5Th Class Maths Additon & Subtraction.
CLAST Arithmetic by Joyce
Clinical Medical Assisting
Addition, Subtraction, Multiplication and Division
Decimal Operations.
Chapter 1 Fractions Review.
Chapter 1-1 Variables and expressions
Math Journal Notes Unit 5.
5 Basic Mathematics.
§4.3, Computation in Positional Systems
5 Basic Mathematics.
BASIC MATH.
Math CRCT Review By Mrs. Salgado Pine Ridge Elementary.
Mathematical Symbols 09/04/2019 R Nicks.
Chapter 3: Basic Math Review
Numeracy skills are an important part of a young persons learning.
Explaining Fractions And Decimals
1.1 Expressions and Variables
Unit 3: Fraction and Decimal Operations
Introduction To Number Systems
Understanding Equivalent Fractions
Review Simplify 8 – 120 ÷ 5 • ÷ – 2 | 5 – 7 |
Presentation transcript:

BASIC MATH

BASIC MATH A. BASIC ARITHMETIC Foundation of modern day life. Simplest form of mathematics. Four Basic Operations : Addition plus sign Subtraction minus sign Multiplication multiplication sign Division division sign x Equal or Even Values equal sign

1. Beginning Terminology Numbers - Symbol or word used to express value or quantity. Numbers Arabic number system - 0,1,2,3,4,5,6,7,8,9 Digits - Name given to place or position of each numeral. Digits Number Sequence 2. Kinds of numbers Whole Numbers - Complete units , no fractional parts. (43) Whole Numbers May be written in form of words. (forty-three) Fraction - Part of a whole unit or quantity. (1/2) Fraction

2. Kinds of numbers (con’t) Decimal Numbers - Fraction written on one line as whole no. Decimal Numbers Position of period determines power of decimal.

B. WHOLE NUMBERS 1. Addition Number Line - Shows numerals in order of value Number Line Adding on the Number Line (2 + 3 = 5) Adding on the Number Line Adding with pictures Adding with pictures

1. Addition (con’t) Adding in columns - Uses no equal sign 5 + 5 10 897 + 368 1265 Answer is called “sum”. Simple Complex Table of Digits

ADDITION PRACTICE EXERCISES + 222 318 + 421 c. 611 + 116 d. 1021 + 1210 444 739 727 2231 2. a. 813 + 267 924 + 429 c. 618 + 861 411 + 946 1080 1353 1479 1357 3. a. 813 222 + 318 1021 611 + 421 c. 611 96 + 861 d. 1021 1621 + 6211 1353 2053 1568 8853 Let's check our answers.

2. Subtraction Number Line - Can show subtraction. Number Line Number Line Subtraction with pictures Position larger numbers above smaller numbers. If subtracting larger digits from smaller digits, borrow from next column. 4 5 3 8 - 3 9 7 1 1 4 1

SUBTRACTION PRACTICE EXERCISES - 3 8 - 4 c. 5 - 2 d. 9 - 5 e. 7 - 3 3 4 3 4 4 2. a. 11 - 6 b. 12 - 4 c. 28 - 9 d. 33 - 7 e. 41 - 8 5 8 19 26 33 3. a. 27 - 19 b. 23 - 14 c. 86 - 57 d. 99 - 33 e. 72 - 65 8 9 29 66 7 Let's check our answers.

SUBTRACTION PRACTICE EXERCISES (con’t) - 241 399 - 299 c. 847 - 659 d. 732 - 687 146 100 188 45 5. a. 3472 - 495 b. 312 - 186 c. 419 - 210 d. 3268 - 3168 2977 126 209 100 6. a. 47 - 38 b. 63 - 8 c. 47 - 32 d. 59 - 48 9 55 15 11 7. a. 372 - 192 b. 385 - 246 c. 219 - 191 d. 368 - 29 180 139 28 339 Let's check our answers.

3. Checking Addition and Subtraction 2 + 8 10 - 8 5 + 3 8 - 3 73 + 48 121 - 48 Result should produce other added number. Check Addition - Subtract one of added numbers from sum. Check Addition 927 318 426 183 To Add To Check Check Three or more #s Check Three or more #s - Add from bottom to top. 5 - 4 1 + 4 62 - 37 25 + 37 103 - 87 16 + 87 Check Subtraction - Add subtracted number back. Check Subtraction

Check these answers using the method discussed. CHECKING ADDITION & SUBTRACTION PRACTICE EXERCISES 1. a. 6 + 8 b. 9 + 5 c. 18 + 18 d. 109 + 236 13 14 26 335 2. a. 87 - 87 b. 291 - 192 c. 367 - 212 d. 28 - 5 1 99 55 24 3. a. 34 + 12 b. 87 13 81 + 14 c. 87 13 81 + 14 d. 21 - 83 46 104 195 746 4. a. 28 - 16 b. 361 - 361 c. 2793142 - 1361101 22 1432141 Check these answers using the method discussed.

CHECKING ADDITION & SUBTRACTION PRACTICE EXERCISES + 8 13 - 8 5 b. 9 + 5 14 - 5 9 c. 18 + 18 26 - 18 8 d. 109 + 236 335 - 236 99 2. a. 87 - 87 1 + 87 88 b. 291 - 192 99 + 192 291 c. 367 - 212 55 + 212 267 d. 28 - 5 24 + 5 29 3. a. 34 + 12 46 - 12 34 b. 195 87 13 81 + 14 195 c. 949 103 212 439 + 195 746 d. 21 + 83 104 - 83 21 4. a. 28 - 16 22 + 16 38 b. 361 - 361 + 361 361 c. 2793142 - 1361101 1432141 + 1361101 2793242 # = Right # = Wrong

4. Multiplication Learn “Times” Table In Arithmetic - Indicated by “times” sign (x). In Arithmetic Learn “Times” Table 6 x 8 = 48

4. Multiplication (con’t) Complex Multiplication - Carry result to next column. Complex Multiplication Problem: 48 x 23 48 X 23 4 + 2 48 X 23 144 + 2 48 X 23 144 + 1 6 48 X 23 144 + 1 960 1104 Same process is used when multiplying three or four-digit problems.

MULTIPLICATION PRACTICE EXERCISES 81 x 9 c. 64 x 5 d. 36 x 3 2. a. 87 x 7 b. 43 x 2 c. 56 x 0 d. 99 x 6 3. a. 24 x 13 b. 53 x 15 c. 49 x 26 d. 55 x 37 Let's check our answers.

MULTIPLICATION PRACTICE EXERCISES (con’t) b. 99 x 27 c. 34 x 32 d. 83 x 69 5. a. 347 x 21 b. 843 x 34 c. 966 x 46 6. a. 360 x 37 b. 884 x 63 c. 111 x 19 7. a. 493 x 216 b. 568 x 432 c. 987 x 654 Let's check our answers.

5. Division Finding out how many times a divider “goes into” a whole number. Finding out how many times a divider “goes into” a whole number. 15 5 = 3 15 3 = 5

So, 5040 divided by 48 = 105 w/no remainder. 5. Division (con’t) Shown by using a straight bar “ “ or “ “ sign. 1 5 48 “goes into” 50 one time. 48 5040 48 goes into 24 zero times. 48 goes into 240, five times 48 1 times 48 = 48 2 4 50 minus 48 = 2 & bring down the 4 240 Bring down other 0. 5 times 48 = 240 240 minus 240 = 0 remainder So, 5040 divided by 48 = 105 w/no remainder. Or it can be stated: 48 “goes into” 5040, “105 times”

DIVISION PRACTICE EXERCISES 48 5040 b. 7 434 c. 9 828 2. a. 9 117 b. 12 3720 c. 10 1010 3. a. 23 5888 b. 56 38472 4. a. 98 9604 b. 13 871 5. a. 50 2500 b. 789 97047 Let's check our answers.

DIVISION PRACTICE EXERCISES (con’t) 7 9000 6. a. 21 147 b. 3 27000 7. a. 32 1952 b. 88 8888 8. a. 87 5848 b. 15 12883 9. a. 994 12883 b. 352 8073 Let's check our answers.