Pop Quiz Results Average: 81%! Well Done!!!.

Slides:



Advertisements
Similar presentations
y=3x Find y if x=3 2. Find y if x= -2
Advertisements

Solve by taking roots. Warm up. Homework Review Skills Check.
Algebra II March 2 nd Students should complete warm-up problems. Given a graph of a system of equations students will be able to determine how many solutions.
Solve the following equations for x. 5x = 45 4x + 5 = 13
Solving Linear Equation Word problems
Advanced Algebra II Notes 6.4 Solving Systems with Inverse Matrices Solve the system of equations using elimination: 2x + y = 5 5x + 3y = 13 Write the.
Splash Screen.
ALGEBRA LESSON 2 EVALUATING EXPRESSIONS AND CHECKING.
Solving Word Problem Equations. How do we do it? Jerry’s Bikes rents bikes for $10 plus $4per hour. Janice paid $30 to rent a bike. For how many hours.
Solving Two-Step Inequalities. Warm Up Solve each inequality. Graph and check the solution.
Splash Screen. Lesson Menu Five-Minute Check (over Lesson 5–7) Main Idea and Vocabulary Example 1:Addition Equations Example 2:Subtraction Equations Example.
WEEK 3 Homework 1/20 through 1/26 DUE Monday 1/26 EE. A.7 Real World Equations ASSIGNMENT # Write an equation to solve the following: How many.
Math IA Warm Up: 1.Solve. How did you clear the fraction? x = 9x = 27 3Multiply by the denominator 2. Solve. What process do you use to clear fractions.
Ch 8 Equations and Inequalities
ALGEBRA – LESSON 89 Value Problems Be ready to grade the homework!
Warm up. Solving Systems Using Inverse Matrices Systems to Matrices A system of equations in standard form (Ax+By=C) can be written in matrix form [A][X]=[B]
Solve by taking roots. Warm up. Homework Review Completing the Square.
Equations. Determine whether the given number is a solution of the equation. Steps: - number after the semi-colon (;) is the number to plug in for.
12-3 Solving Equations with Variables on Both Sides Warm Up Solve. 1. 6n + 8 – 4n = –4w + 16 – 4w = – t – 17 – 13t = = 2(x + 7) +
Two step word problems 85 students went on a field trip. Three buses were filled and 25 students traveled in cars. How many students were in each bus?
Algebraic Expressions Writing expressions. Using letter symbols for unknowns In algebra, we use letter symbols to stand for numbers. These letters are.
Warm up Solve by taking roots..
1. Solve the linear system using substitution.
M8 (Thurs 9-10) Solve each equation: (1) 6 – 3x = 21 (2)
Multi-Step Equations - Day 1 2-3
Algebra 150 Unit: Solve One- and Two-Step Equations Lesson Plan #5: Set Up One-Step Algebraic Equations from Word Problems Objective SWBT set up one-step.
CBA Review.
Applications of Percents
Systems of Multivariable Equations
Solving Multi-Step Equations and Using the Distributive Property
Solving Two-Step Equations
Do-Now Solve the following equations: 1). 4(X – 5) = 0
Solve Linear Systems by Graphing
5 Minute Check Complete in your notebook. Fill in with < , > , or = to make the inequality true , , , ,431 Solve. 3. x + 44.
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Solving Two-Step Inequalities
Elimination with Multiplication
Homework # 10 – Word Problems
Mon: Word Problem Practice Tues: Equivalent Equations Practice
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Reading & Writing Expressions
Fixed charge: $25 Varying charge: $40 for each hour
Solving Two Step Equations 11-1
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
6.1 & – Variables and Expressions
Warm up Interpret the following: “The quotient of a number cubed and twelve plus twice a different number” Solve for “m”: 22 = 5m + 7.
Multi-Step Equations & Special Solutions
Equations with Variables on Both Sides
ALGEBRA I - SECTION 2-3 (Solving Multi-Step Equations)
Section 1.1 Variables and Expressions
5 minutes Warm-Up Solve. 1) 2) 3) 4).
Writing 2-step equations
Multi-Step Equations & Special Solutions
Agenda Check Homework Algebra Skills Review Worksheet
Solving Equations with Variables on Both Sides
Solving Equations with Variables on Both Sides
Solving Equations with Variables on Both Sides
Solving Equations with Variables on Both Sides
Can you put the symbols in?
Putting Your Translation Skills To Work
Do Now b = 8 x = -4 c = -5 y = 3 Solve the equation. Check you answer.
Do Now Evaluate 9h + h if h = 2.1 Evaluate 2 (4 + g) 2 If g = 6.
Warm Up Check to see if the point is a solution for the
Brett Solberg – AHS – ’11 – ‘12
Solving Multiplication and Division Equations
Lesson Quizzes Standard Lesson Quiz
Algebra 1 Section 2.7.
1. How do I Solve Linear Equations
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Presentation transcript:

Pop Quiz Results Average: 81%! Well Done!!!

Pop Quiz #1 Corrections #1 19 – 7s = -30 - 7s = -30 – 19 - 7s = -49

Pop Quiz #1 Corrections #2 n – 1 = -4 13 n = -4 + 1 13 n = -3 13

Pop Quiz #1 Corrections #3 5.4 = 3u + 9 5.4 - 9 = 3u -3.6 = 3u

Pop Quiz #1 Corrections #4 5c + 7 = -28 5c = -28 – 7 5c = -35

Pop Quiz #1 Corrections #5 x + 3 = 9 2 x = 9 - 3 2 x = 6 2 x = 6×2

Pop Quiz #1 Corrections BONUS 2b + 4 = 5 3 2b = 5 - 4 3 2b = 1 3

Homework Corrections p.116 #5 45 110 3rd rank 192nd rank #6 9 100 2 3 #7 4 3 5 7 #9 -25 8 -11 -6 7/4 0.26 24 -2.7

ALGEBRA WORD PROBLEMS TAKE OUT YOUR NOTES!!!

How to Solve a Word Problem Steps to follow: Step 1 – Find the variable (rank) and the common difference TRICK: it is repeated and usually uses the words every, per, each… Step 2 – Find the base (constant) number TRICK: it is the item that stays the same Step 3 – Write the equation Step 4 – Solve the variable

Example 1 Bixi rents bikes for $10 plus $4 per hour. Janice paid $30 to rent a bike. For how many hours did she rent the bike? Step 1: The variable: hours (let’s use the symbol h) The common difference: $4

Example 1 Bixi rents bikes for $10 plus $4 per hour. Janice paid $30 to rent a bike. For how many hours did she rent the bike? Step 2: The base: $10

Example 1 Bixi rents bikes for $10 plus $4 per hour. Janice paid $30 to rent a bike. For how many hours did she rent the bike? Step 3: Price = 4h + 10 (we don’t put $ signs) $4 per hour starting price

Janice has the bike for 5 hours Example 1 Bixi rents bikes for $10 plus $4 per hour. Janice paid $30 to rent a bike. For how many hours did she rent the bike? Step 4: 30 = 4h + 10 30 - 10 = 4h 20 = 4h 20 ÷ 4 = h 5 = h Janice has the bike for 5 hours CHECK: 4×5 + 10 = 20+10 = 30

Example 2 Bill spent $39 on a magazine and some candy bars. If the magazine costs $4 and each candy bar costs $5, how many candy bars did he buy? Step 1: The variable: Candy bars (let’s use the symbol c) The common difference: $5 (how much each candy costs)

Example 2 Bill spent $39 on a magazine and some candy bars. If the magazine costs $4 and each candy bar costs $5, how many candy bars did he buy? Step 2: The base: $4 (he only buys one magazine)

Example 2 Bill spent $39 on a magazine and some candy bars. If the magazine costs $4 and each candy bar costs $5, how many candy bars did he buy? Step 3: Cost = 5c + 4 $5 per candy the magazine

Example 2 Bill spent $39 on a magazine and some candy bars. If the magazine costs $4 and each candy bar costs $5, how many candy bars did he buy? Step 4: 39 = 5c + 4 39 - 4 = 5c 35 = 5c 35 ÷ 5 = c 7 = c Bill bought 7 candy bars CHECK: 5×7 + 4 = 35+4 = 39

HOMEWORK WORKSHEET!