Warm up Interpret the following: “The quotient of a number cubed and twelve plus twice a different number” Solve for “m”: 22 = 5m + 7.

Slides:



Advertisements
Similar presentations
Warm Up # 1 The perimeter of a rectangle is 32. The length is 1 more than twice the width. What are the dimensions of the rectangle? Solve the system:
Advertisements

REVIEW for TEST Parallel and Perpendicular Solving Systems of Equations.
Warm-up Jim makes $5.75 an hour. Each week, 26% of his total pay is deducted for taxes. Write an expression for the amount Jim has after taxes. 5.75h -
Introduction Inequalities are similar to equations in that they are mathematical sentences. They are different in that they are not equal all the time.
Creating Linear Inequalities
ALGEBRAIC WORD PROBLEMS
Consecutive Numbers Algebra I.
Solving Linear Equation Word problems
Algebra Foundations 1 Fall Semester Review.
Handout Solve the following applications. Draw a table or diagram when necessary.
Chapter 2 Sections 5-6 Problem Solving and Formulas.
Consecutive Number Problems
Warm Up Put your HW and tracking sheet on the corner of your desk. Solve and graph. 1.r - (-5) < m < < 0.5h Write an inequality: 4. Twelve.
Lesson 5-8: Problem Solving
Unit 1 Exam Review. Writing and Solving Equations You sign up for a cell phone plan that charges a flat fee for calling and a rate per text message. This.
Lesson 2.3 Creating Inequalities from Word Problems
1.2.2 Warm-up Two people can balance on a seesaw even if they are different weights. The balance will occur when the following equation, w1d1 = w2d2, is.
Solving Linear Systems Algebraically with Substitution Section 3-2 Pages
Creating Linear Inequalities in One Variable ~Adapted from Walch Education.
The length of a rectangle is 6 in. more than its width. The perimeter of the rectangle is 24 in. What is the length of the rectangle? What we know: Length.
4.8 Polynomial Word Problems. a) Define the variable, b) Write the equation, and c) Solve the problem. 1) The sum of a number and its square is 42. Find.
Purpose: Making equations and solving word problems. Homework: p – 29 odd.
1.6 Solving Inequalities. Solving Inequalities ● Solving inequalities follows the same procedures as solving equations. ● There are a few special things.
Tuesday, August 13 th Please complete the warm up 1.State the constants, coefficients, and terms 2. Write an equation for 4 times twice a number plus 2.
Warm up 1. Convert 5,400 inches to miles. (1 mi = 5280 ft) 2. Convert 16 weeks to seconds 3. Convert 36 cm per second to miles per hour. (1 in = 2.54 cm)
Unit 1 Test Review. 1.What is the difference between 5x, x 5, and x -5 ? Use the polynomial to answer the following questions: 3x 2 – 4y – 6 2.What are.
Example: cost of bananas at $0.19 each 0.19b Objective.
– 3x + 8 Simplify 6x – 9x – 13x – 3y – 3 Simplify – 4x – 3y + 2 – 9x – 5.
Warm-up 1. Solve the following system of equations by graphing: 3x – y = -3 y – 3x = Determine the solution type from the following system of equations:
Warm up miles 9,676,800 seconds mph
Lesson Days Equations and Problem Solving Pages
3-11 MORE EQUATIONS !. HOW TO SOLVE  In some problems, we have things we do not know.  When this happens we let a letter represent the unknown (Let.
Bellwork 1. A salesman's salary is $18,500 per year. In addition, the salesman earns 5% commission on the year's sales. Last year the salesman earned $25,400.
GSE ALGEBRA 1 LESSON /15/2016. BELLRINGER 1.Mina bought a plane ticket to New York City and used a coupon for 15% off the ticket price. The total.
Objective: I can solve word problems!
Equation Word Problems Inequality Word Problems
6-6 Systems of Linear Inequalities Word Problems
Consecutive Numbers Algebra I.
Warm Up Solve each equation. 1. y – 4 = 3x – 8, for x
Problem Solving Goal: Create and solve an equation to answer a real-life problem. Eligible Content: A / A / A
Problem Solving Using Polynomial Equations
Solving Problems Involving Inequalities
Systems of Linear Inequalities Word Problems
Warm up miles 9,676,800 seconds mph
Solving Word Problems Underline important information (data, numbers, etc) Circle what you are trying to find Draw Picture Define your variable Write.
Consecutive Integer Problems
7.6 Systems of Linear Inequalities Word Problems
Introduction Inequalities are similar to equations in that they are mathematical sentences. They are different in that they are not equal all the time.
Objective Students will be able to:
Equations Test Review Grade 8.
Warm up Interpret the following: “The quotient of a number cubed and twelve plus twice a different number” Solve for “m”: 22 = 5m + 7.
Creating Equations.
Warm up Interpret the following: “The quotient of a number cubed and twelve plus twice a different number” Solve for “m”: 22 = 5m + 7.
8.4 Using Systems Objective:
Warm up 15.8 miles 31,536,000 seconds mph
Warm-Up.
Coordinate Algebra Day 11
6-6 Systems of Linear Inequalities
Math Poker Unit 3 Review.
Operations with Rational Numbers Day Twelve
one of the equations for one of its variables Example: -x + y = 1
Problem Solving Goal: Create and solve an equation to answer a real-life problem. Eligible Content: A / A / A
Warm UP-1/22/13 45, 47, 49 Length = 12 and width = 20 x > 4
Warm-up Solve for y: Solve for a:.
Warm up Three consecutive even integers add up to 228. What are the three numbers? A rectangle has a width that is 4 more than its length. If the perimeter.
Writing equations from worded statements
Warm up 5(x + 2) 3x – 12 2x + 7 Five times the sum of a number and two
Equations, Inequalities, and Problem Solving
Creating Equations and Inequalities
Creating Equations and Inequalities
Presentation transcript:

Warm up Interpret the following: “The quotient of a number cubed and twelve plus twice a different number” Solve for “m”: 22 = 5m + 7

Review HW

Creating Equations

Consecutive Number Problems If the numbers are consecutive use: 1st number = x 2nd number = x + 1 3rd number = x + 2 etc

Consecutive Number Problems If the numbers are consecutive ODD: 1st number = x 2nd number = x + 2 3rd number = x + 4 etc

Consecutive Number Problems If the numbers are consecutive EVEN: 1st number = x 2nd number = x + 2 3rd number = x + 4 etc

Example 1 The sum of 3 consecutive even numbers add up to 1002. Find the three numbers. 1st 332 2nd 334 3rd 336

Example 2 The sum of 4 consecutive numbers add up to 4810. Find the four numbers. 1st 1201 2nd 1202 3rd 1203 4th 1204

Example 3 You and 3 friends divide the proceeds of a garage sale equally. The garage sale earned $412. How much money did you receive? $103 each

Example 4 The length of a rectangle is 6 cm. more than the width. The perimeter is 32 cm. Find the dimensions. 11 cm. by 5 cm.

Missing Score 1. John’s scores on the first four test this semester were 87, 92, 76 and 89. a. What does his score have to be on the fifth test so that his average is an 85?

Creating Inequalities

Example 5 Juan has no more than $50 to spend at the mall. He wants to buy a pair of jeans and some juice. If the sales tax is 4% and the juice with tax costs $2, what is the maximum price of jeans Juan can afford? x  $46.15

Example 6 Silvia is saving to buy a laptop that costs $1,100. So far she has saved $400. She makes $12 an hour babysitting. What’s the least number of hours she needs to work in order to reach her goal? x ≥ 58.33 hours

Worksheet: Lucy’s Linear Equations & Inequalities Classwork Worksheet: Lucy’s Linear Equations & Inequalities

Worksheet Linear Equations & Inequalities Homework Worksheet Linear Equations & Inequalities