Pemdas P-parenthesis E-exponents M-multiplication D-division

Slides:



Advertisements
Similar presentations
Start thinking of math as a language, not a pile of numbers
Advertisements

All aboard!.
A.K.A “BEDMAS”. Order of Operations The Order of Operations is the order in which to solve a mathematical problem. You must solve problems using the order.
IS means = sign Writing Equations: “2 more than twice a number is 5”
1-2 The Order of Operations Objective: Use the order of operations and grouping symbols.
Homework Read Pages 327, , , , , Page 335: 17, 18, 57, 93 – 97 Page 344: 7, 12, 14, 39, 40, 43 Page 353: 5, 6, 10,
Intro To Algebra By: Carolyn Barone.
Laws of Exponents. Remember: Rule 1—Multiplying like bases  When multiplying like bases, keep the base and ADD the exponents.
By: Bobby Thao Distributive Property, Order of Operations Math production How to Solve 2 Step-Equations.
Order of Operations What are the four math operations? Addition
Mrs. Martinez CHS MATH DEPT.
By: Kenzie Ashekian & Edgar Chant. What is a linear equation? A linear equation is an algebraic equation where the goal is to get the variable by itself,
Bell Ringer = – 5 = = ÷ -2 = =6. -7 – (-7) = After you have completed the bell ringer, take out your homework!
Welcome to Math 6 ORDER OF OPERATIONS. OBJECTIVE: Each student will understand and use the order of operations.
Chapter 1 Review College Algebra Remember the phrase “Please Excuse My Dear Aunt Sally” or PEMDAS. ORDER OF OPERATIONS 1. Parentheses - ( ) or [ ] 2.
Solving Equations Medina1 Variables on Both Sides.
Evaluating a Variable Expression To evaluate a variable expression:
PROPERTIES OF EXPONENTS
Exponents Power base exponent means 3 factors of 5 or 5 x 5 x 5.
Solving Equations Medina1 Multi-Step Equations. Steps to solve Medina2 3. Use inverse of addition or subtraction You may not have to do all the steps.
ORDER OF OPERATIONS Making Sense of Math.
SOLVING TWO-STEP EQUATIONS Section 7.5. A two step equation is an equation that involves two operations. –Goal is to get the variable to stand alone –Get.
One step equations Add Subtract Multiply Divide  When we solve an equation, our goal is to isolate our variable by using our inverse operations.  What.
Solving Equations Inverse operations. INVERSE = Opposite If I am solving an equation using inverses operations, I am solving it using opposite signs.
Reviewing One Step Equations.
Exponents and Order of Operations. Exponents Exponents can be one of those math areas where we make mistakes. There are two parts to an exponent: the.
Summer AP Chemistry Homework Math Review
 A good way to remember the order of operations is the acronym P.E.M.D.A.S. Follow each step in order it appears.  Parenthesis. If it falls in parenthesis,
Rules to Remember When solving an equation, the goal is to get the variable by itself. Addition and Subtraction are inverse operations. (opposites) Multiplication.
Multiplication Properties of Exponents. To multiply two powers that have the same base, you ADD the exponents. OR.
 Parentheses first.  In equations, you solve problems in parentheses before anything else.
Order of Operations with Integers
Write as an Algebraic Expression The product of a number and 6 added to a.
Addition Multiplication Subtraction Division. 1.If the signs are the same, add the numbers and keep the same sign = = If the.
Solving 2 step equations. Two step equations have addition or subtraction and multiply or divide 3x + 1 = 10 3x + 1 = 10 4y + 2 = 10 4y + 2 = 10 2b +
The Order of Operations The Order of Operations Objective: Use the order of operations and grouping symbols.
Evaluate Is your answer 33 or 19? You can get 2 different answers depending on which operation you did first. We want everyone to get the same.
Question of the Day Solve for b: 2b + 7 = 15. Expressions and Equations Collecting Like Terms and Distributive Property.
1 Math Order of Operations Day 1. 2 What Are You Learning? I CAN evaluate expressions using the order of operations.
Order of Operations ~ Use Order of Operations.
Do Now: Evaluate
43 Order of Operations  ( ) + - X.
43 Order of Operations  ( ) + - X.
Order of Operations in Math
43 Order of Operations  ( ) + - X.
Equivalent Linear Expressions
43 Order of Operations  ( ) + - X.
Week August 2015.
Lesson 2.1 How do you use properties of addition and multiplication?
Unit 2: One-Variable Equations and Inequalities
43 Order of Operations  ( ) + - X.
Bell Work Begin copying the HW 1.1 on the board  Leaving space to show your work.
Objective The student will be able to:
43 Order of Operations  ( ) + - X.
43 Order of Operations  ( ) + - X.
PEMDAS MATH MADE EASY.
Order of Operations.
Objective The student will be able to: use the order of operations to evaluate expressions.
43 Order of Operations  ( ) + - X.
43 Order of Operations  ( ) + - X.
Interesting Integers!.
43 Order of Operations  ( ) + - X.
43 Order of Operations  ( ) + - X.
43 Order of Operations  ( ) + - X.
Simplifying Expressions
Before We Begin… This is an expression: This is an equation:
What do you think it means? Before:
So which is the correct answer?
43 Order of Operations  ( ) + - X.
43 Order of Operations  ( ) + - X.
Presentation transcript:

Pemdas P-parenthesis E-exponents M-multiplication D-division A-addition S-subtraction By Jason Davis Period 5

Each letter Each letter of PEMDAS has a meaning P is for Parentheses E is for Exponents M is for Multiplication D is for Division A is for Addition S is for Subtraction

Parentheses First you need to get rid of the parentheses in an equation. To do this you either: Use distributive property: 6(4 x X) = 24 x 6X or Solve the equation inside of the parentheses. (5 + 2) = 7

Exponents Next you need to solve your exponents. Do this by multiplying the base number y itself the number of times that the exponent is. 5 = 5 x 5 x 5 = 25 x 5 = 125 3

Multiplication Third, you have to multiply. However, division can also go first. It is a matter of which one is closest to the right of an equation. Just multiply the numbers to get the answer. 5 x 5 = 25

Division Next you have to divide. However, it does not need to be after multiplication. If there is a multiply sign and a division sign, the first one on the right is the problem you do first. 35 / 7 = 5

Addition Next you need to add. However, with addition and subtraction it is the same deal with multiplication and division. Whichever one comes first, is the one you do first. 3 + 10 = 13

Subtraction Next you subtract. Remember, it doesn’t need to be after addition. 8 – 5 = 3

How to do it 5(10+5)/(26–23)+3 5*15/3+3 75/3+3 25+3 28 First solve the parentheses. Next multiply Now divide Finally, add And you have your answer!

Now you try! Try to do these problems on your own 12(3+4)-8/2 80 8/(6-2)+6(8+4)-37 4(3+6)-2(6-7)/-2 80 71 35

And now you know Pemdas!! Created by: Jason Davis Math by: Jason Davis Thank you for watching and sticking with us! Created by: Jason Davis Math by: Jason Davis Creativity by: Jason Davis And now you know Pemdas!!