Flashback 8-20-12 Without a calculator, find the answer. 1. (7 × 7 − 3 × 6) 2. 5 2 ÷ (3 3 + 5 + 2) 3.9 3 + 3 ÷ 9.

Slides:



Advertisements
Similar presentations
Integers Free powerpoints at
Advertisements

Rational Numbers ~ Adding Rational Numbers
Adding and Subtracting Rules. When adding or subtracting numbers that have the same sign, you add the numbers together and keep the sign = 8 7.
2.1 Integers & Absolute Value 2.2 Adding Integers.
ADDING AND SUBTRACTING POSITIVE AND NEGATIVE INTEGERS.
Integers. The set of whole numbers and their opposites.
Integer Rules Adding Integers (+) + (+) = (+)  A positive plus a positive is positive. (-) + (-) = (-)  A negative plus a negative is negative.  (+)
NO CALCULATORS!!!!!!!.  Integers are the whole numbers and their opposites (no decimal values!)  Example: -3 is an integer  Example: 4 is an integer.
The Answer is RIGHT.
Adding Integers. Adding Integers with the Same Sign Add the absolute values. The sum will have the same sign as the addends. Example 1 Find –2 + (-3)
INTEGERS: adding, subtracting, multiplying, and dividing
ADDING INTEGERS (SAME SIGNS)
Integers. Adding integers Both positive…add as usual Both negative…add as usual and answer is negative Positive and negative…subtract…take the sign of.
Integer Rules. Adding with the same sign Rules Rules Add like normal Add like normal Keep the sign Keep the sign Examples Examples = -22 (all.
ALGEBRA 1 Operations with Integers
ADDING INTEGERS Positive + Positive = Positive Positive + Positive = Positive ( +3) + (+2) = +5 ( +3) + (+2) = +5 When a number is positive, you do not.
Rules of Integers. Positive numbers are numbers that are above zero. Negative numbers are numbers below zero.
Chapter 4 Negative Numbers. Learning Objectives Order numbers Subtracting a larger number from a smaller number Adding negative numbers Subtracting negative.
Flashback In the standard (x,y) coordinate plane, what are the coordinates of the midpoint of a line segment whose endpoints are (–3,0) and.
Flashback Convert interval notation to inequality notation. 1.[-2, 3]2. (-∞, 0) Convert inequality notation to interval notation ≤ x ≤ 44.
Addition, Subtraction, Multiplication, and Division of Integers
Integer Operations. 1) What’s the rule for adding integers? *If both addends are Positive: - Add together and the sum is positive (Ex = 12) *If.
Order of Operations with Integers SWBAT simplify expressions involving integers using the order of operations.
Remedial Math Bell Work 8/11/14
Integers All whole numbers and their opposites including the number 0.
Operations with Integers
Order of Operations Integers. Order of Operations with Integers Be careful when doing the operations to follow the rules of each operation and their sign.
Integers 7th Grade Math.
Definitions Add & Subtract Multiply & Divide ExponentsMixed.
Adding and Subtracting Integers. Vocabulary Negative sign –Left side of number line Positive sign –Right side of number line Operation –Action which produces.
Notes and Practice Adding and Subtracting Integers.
Subtracting Integers. What’s the difference between and 7 + (-3) ? = 4 and 7 + (-3) = 4 The only difference is that is a subtraction.
Warm Up Pg. 36 #’s 1-30 EVEN ONLY.
Cougar Time. Adding Negative Numbers  What are the two rules for adding integers?  Same Signs = Add and keep the sign  Different Signs = Find the absolute.
Positive and Negative numbers. Negative numbers A positive or negative whole number, including zero, is called an integer. For example, –3 is an integer.
Review Adding Integers: (-5) = = (-7) = =
Multiplying and Dividing Signed Integers
Adding Integers on a Number Line
Adding Integers. The Number Line Integers = {…, -2, -1, 0, 1, 2, …} -505.
Adding, Subtracting, Multiplying, and Diving Integers!!!
Addition Multiplication Subtraction Division. 1.If the signs are the same, add the numbers and keep the same sign = = If the.
GEMAGEMA Grouping symbols ( ) [ ] {} | | Exponential Operations Multiplicative Operations Additive Operations.
Ch 3.1 Add and Subtract Signed Numbers Vocabulary Op posites :2 numbers the same distance from 0 but in opposite directions
Calculate the Following (Group A): – – (-5) (-5) 5. 3 – (+5)
I. Adding Two Positive Integers (Regular Addition) 1.) = 2.) = 3.) = 4.) = 1-7 Adding Integers There are three parts to today's.
Integer Review If you are combining two numbers with: SAME SIGNS YOU ADDTAKE THE SIGN OF THE LARGER NUMBER DIFFERENT SIGNS YOU SUBTRACT TAKE THE SIGN.
Subtracting Integers Objective: Learn to subtract integers.
A set of whole numbers and opposites ADDING POSITIVE AND NEGATIVE INTEGERS.
ADDING AND SUBTRACTING MULTIPLYING AND DIVIDING REAL NUMBERS.
1.5 Adding Integers. Adding Integers! When adding two positive numbers, Start at 5 Move to the right 7 spaces Answer : 12.
Integer Operations Students will solve problems using addition, subtraction, multiplication, and division of positive and negative integers.
Addition, Subtraction, Multiplication and Division with signed numbers
Rules for Adding & Subtracting Integers
Integers Rules of Operation.
Integer Rules Memorize the Rules.
Warm-up Solve each equation 4+13= −3+7= 4−13= −3−7=
Addition of Signed Numbers
Adding, Subtracting, Multiplying, and Dividing Integers
INTEGER RULES Positives & negatives.
Rules of Integers.
Add Subtract Positive Negative integers
Adding and Subtracting Integers
Chapter 2: Adding Integers
Lesson #17: Adding Integers
INTEGER RULES Positives & negatives.
Subtracting Integers Sec 2.3 pg
DIRECTED NUMBERS.
Chapter 2-2 Adding Integers
Add and Subtract Positive & Negative Integers
Chapter 2: Adding Integers
Presentation transcript:

Flashback Without a calculator, find the answer. 1. (7 × 7 − 3 × 6) ÷ ( ) ÷ 9

Joke of the day If you had 4 apples and 5 oranges in one hand and 6 apples and 7 oranges in the other, what would you have?

A: Very large hands.

Adding Integers Add 1 positive, 1 negative 2+ (-6) Add 2 negatives -5 + (-7) Subtract. Answer has sign of the larger number. 6-2 = 4, but 6 is negative so answer is -4. Add. Answer is negative. 5+7 = 12, so answer is -12

Subtracting integers 2 positive integers 6 –(+ 8) 2 negative integers -6 – (-3) Subtract. If the second number is larger, the answer is negative. 8-6 = 2, but 8 is the second number so the answer is -2. Since there are 2 negative signs together, the second integer becomes add = -3 following the rules of adding integers.

Subtracting integers, cont. 1 positive, 1 negative 8-(-3) 1 negative, 1 positive -3 –(+ 8) Since there are 2 negative signs in a row, the second term becomes addition. 8+3=11 Add the numbers. 8+3=11, but both numbers are negative

Multiplication 2 positives7*5 2 negatives -6*(-9) 1 positive, 1 negative 4*(-3) Answer is positive 35 Answer is positive 54 Answer is negative -12

Division 2 positives 8/2 2 negatives-9/-3 1 positive, 1 negative -21/7 14/-2 Answer is positive4 Answer positive3 Answer negative -3 -7

Exit Slip – ×