UNIT 1 REVIEW. 1)Which represents the following sentence: Twenty less than triple a number is thirty A.20 – 3x = 30 B.20 – 3x > 30 C.3x – 20 < 30 D.3x.

Slides:



Advertisements
Similar presentations
Solve the following two variable system by hand. Classify the system.
Advertisements

Unit 2: Solving Systems of Equations
MondayTuesdayWednesdayThursdayFriday 3 Benchmark – Practice Questions from Unit 1 – 3 and a chance to earn Bonus (Skills Check category) 4 Review Unit.
CCGPS Coordinate Algebra EOCT Review Units 1 and 2.
CCGPS Coordinate Algebra EOCT Review Units 1 and 2.
USE SYSTEMS OF EQUATIONS TO SOLVE STORY PROBLEMS.
Bell Ringer: Solve each system. 1) 4x – 6y = -4 8x + 2y = 48 2) y = x -2 4x + 2y = 14.
LINEAR SYSTEMS WORD PROBLEMS EQ: HOW ARE REAL-WORLD PROBLEMS SOLVED USING LINEAR SYSTEMS OF EQUATIONS? Please turn cleear everything but a pencil.
UNIT 1 REVIEW.
Name: ____________________ Period: ________ Date: _______________
5.2 Solving Systems of Linear Equations by Substitution
9-7 Linear, Quadratic, and Exponential Models
A system of linear equations allows the relationship between two or more linear equations to be compared and analyzed. 5.1 – Systems of Linear Equations.
x = - 2y + 56 x = - 3y - 1 Home.
Keystone Review Problems Which of the following inequalities is true for all real values of x? A. x 3 ≥ x 2 B. 3x 2 ≥ 2x 3 C. (2x) 2 ≥ 3x.
System of Equations Substitution EliminationGraphing Q $100 Q $200 Q $300 Q $400 Q $500 Q $100 Q $200 Q $300 Q $400 Q $500 Final Jeopardy Jeopardy Real.
Jeopardy-Systems Verify Solutions Writing Equations Systems of
Practice of question formation
Solving Systems of Equations:
Do Now Solve each system using Elimination. 2x + 3y = 8 x – y = 2
3.2 Solving Linear Systems by Substitution
Warm Up I can solve systems of equations by substitution.
Do Now The owner of a movie theater was counting the money from 1 day’s ticket sales. He knew that a total of 150 tickets were sold. Adult tickets cost.
Chapter 7 – Systems of Linear Equations and Inequalities
Notes Over 7.2 The Substitution Method Use the substitution method to solve the linear system. Solve for x Substitute in for x.
Algebra Chapter 4 Quiz Review.
. Your parents gave you their credit card to go buy a new outfit. You went to the mall and bought a total of 15 items. You only purchased pants and shirts.
The tuition rates for in-state residents to attend a state college are shown in the table below. A.) B.) C.)D.) L A.) F Which of the following data.
UNIT 1 REVIEW.
Name: ____________________ Period: ________ Date: _______________
Objective: Solving systems of equations using elimination method. Warm up 1. The admission fee at a small fair is $1.50 for children and $4.00 for adults.
Ex 1: Convert 5 miles to feet. Warm up. CCGPS Coordinate Algebra EOCT Review Units 1 and 2.
– Problem Solving Objectives:
Unit 2: Systems Midterm Review Brought to you by your favorite Claymation Christmas characters.
Study Guide Unit 4 Test “equations and inequalities”
Chapter 7 Review. Tell whether the ordered pair is a solution of the given system. 1. (–3, 1); 2. (2, –4); yes no.
Sharon kept track of her expenses last week. She spent $4 more on movie rentals than she did on lunches. She spent five times as much fixing her car as.
8.5 A The graphs below show the population increase for Town X and Town Y over the last several years. When Mr. Burnthorn retires in 2008, 10 years from.
Linear Applications: Standard Form. Read the problem carefully. Define the variables. Write the equation in standard form. Solve for the x-intercept by.
4.2B Word Problems - Solving Linear System by Substitution.
Regents Review #4 Inequalities and Systems. Simple Inequalities 1)Solve inequalities like you would solve an equation (use inverse operations and properties.
CHAPTER THREE REVIEW. QUESTION ONE SOLVE THE SYSTEM.
Car model A cost $22,000 to purchase and $.12 per mile to maintain. Car model B costs $24,500 to purchase and $.10 per mile to maintain. How many miles.
Level 1: Real Life SituationExpression 1)Five less than a number x 2) x split evenly in 6 groups 3)x decreased by 6 4)half of the amount of x 5)x increased.
Warm-Up Dave bought 7 tacos and 3 burritos for $36. For the same price he could have bought 2 tacos and 6 burritos. How much do both tacos and burritos.
Solving Systems of Equations Modeling real-world problems.
7.2 Solving Linear Systems by Substitution. Steps: 1. Solve one of the equations for one of the variables. 2.Substitute that expression into the other.
9-7 Linear, Quadratic, and Exponential Models. Linear, Quadratic, & Exponential Review.
6.5: Applying Systems of Equations Algebra 1: November 11, 2014.
Algebra Applications of Linear Systems. Amusement Park Two families go to Busch Gardens. In Family A, they buy 3 children (ages 3 to 9) tickets.
COLLEGE ALGEBRA 5.4. Exponential Growth + Decay. Do Now: What is the equation of the tables shown below?
Warm-Up Solve the following systems of equations using the method of your choice x – 9y = y = -3x x + y = 20 4x + 9y = 23 5x – 4y.
Final Fantasy! ExponentsPolynomialsSystemsReal-Life Problems Grab Bag
Objectives: 1.Be able to write equations of application problems. 2.Be able to solve applications using substitution or elimination. Critical Vocabulary:
REVIEW OF 3-1 AND 3-2 A) Solve by graphing y = 2x – 1 y = -3/4x + 10
INTERACTIVE QUIZ.

Systems of Linear Equations
Solving Systems of Equations:
Warmup Find the intersection between -3x + 4y = 15 2y + 5x = -12.
Exponential Growth An exponential growth function can be written in the form of y = abx where a > 0 (positive) and b > 1. The function increases from.
Solving Systems of Equations:
Solving Word Problems Read the problem. Underline words that imply a mathematical operation. Underline important given information. Ex) increased by,
Which equation does the function {image} satisfy ?
Warm Up Solve for 3x + 2(x – 1), when x = 3
Unit 1 – Section 9 “Applications of Systems of Equations”
Warm Up 3.2 You have a jar of quarters and nickels. You have 36 more quarters than nickels. If you have $12.00, how many quarters and how many nickels.
Question A: In a game, the two players scored a total of 121 points
Integrated Math One – Quarter 1 Benchmark Review
Solving Systems of Equations:
Presentation transcript:

UNIT 1 REVIEW

1)Which represents the following sentence: Twenty less than triple a number is thirty A.20 – 3x = 30 B.20 – 3x > 30 C.3x – 20 < 30 D.3x – 20 = 30

2) Kara purchases a car for $30,000 if V = 30,000(.9) x gives the value of the car after x years, how much will the car be worth in 8 years? A.$12, B.$216,000 C.$15, D.$14,348.91

3) Gary is 3 years older than twice the age of his sister Elena. Which shows an equation for this situation? A.G = 6E B.G = 2E + 3 C.E = 3G + 2 D.G = 3E + 2

5) Which of the following points satisfies the linear inequality shown below A.(6,0) B.(4, 1) C.(0, -6) D.(0,2)

7) Which of the following graphs models the equation x + 2y = -8

10) The population in the town of Huntersville is presently at 38,300. The town grows at an annual rate of 1.2%. This information is modeled using the formula y = 38300(1.012) x ; What will be the population of the town in 4 years? A.60,266 B.153,200 C.155,038 D.40,172

12) Which of the following graphs models the equation y = x + 1

12) Which of the following graphs models the function y ≤ -4x + 1

13) Which of the following points satisfies the linear inequality shown below A.(0,0) B.(-6, 0) C.(0, -6) D.(0,6)

15) Disney parks make $600 more than twice what Six Flags makes in a day. Disney made $18,652 yesterday. Write a model that demonstrates this situation. A = x B = x C > x D = 2x

17) The value of a car decreases exponentially over each year. The initial price of the car is $24,500 and it decreases by a rate of 3.4% each year. How much will the car be worth in five years if the formula is modeled by y = 24500(.966) x A.$22, B.$21, C.$20, D.$118,335

18) Which of the following graphs models the function y = -2x – 4

19) Write a model that represents the following: Peter is 10 more than 3 times his brother Aaron’s height. A.P = 3A + 10 B.3A + P = 10 C.3A + 10P = P D.3P - 10 = A

Unit 2 Review

Question #1 Your family goes to a restaurant for dinner. There are 6 people in your family. Some order the chicken dinner for $14.80 and some order the steak dinner for $17. If the total bill was $91, how many people ordered each type of dinner? A) 1 ordered the chicken and 5 ordered the steak B) 2 ordered the chicken and 4 ordered the steak C) 5 ordered the chicken and 1 ordered the steak D) 3 ordered the chicken and 3 ordered the steak

Question #2 You sell tickets for admission to your school play and collect a total of $104. Admission prices are $6 for adults and $4 for children. You sold 21 tickets. How many adult tickets and how many children tickets did you sell? A) 10 adult tickets were sold and 11 child tickets were sold B) 11 adult tickets were sold and 10 child tickets were sold C) 9 adult tickets were sold and 12 child tickets were sold D) 13 adult tickets were sold and 8 child tickets were sold

Question #3 You bought the meat for Saturday’s cookout. A package of hot dogs cost $1.60 and a package of hamburger cost $5. You bought a total of 8 packages of meat and you spent $23. How many packages of hamburger meat did you buy? A) 4 packages of hamburger meat B) 5 packages of hamburger meat C) 6 packages of hamburger meat D) 3 packages of hamburger meat

Question #4 Tickets for the theater are $5 for the balcony and $10 for the orchestra. If 600 tickets were sold and the total receipts were $4750, how many tickets of each type were sold? A) 250 Balcony tickets were sold and 350 Orchestra tickets were sold B) 350 Balcony tickets were sold and 250 Orchestra tickets were sold C) 400 Balcony tickets were sold and 200 Orchestra tickets were sold D) 375 Balcony tickets were sold and 225 Orchestra tickets were sold

Question #5 Which of the following is a solution for: A) (-6,14) B) (28,4) C) (5,14) D) (14,5)

Question #6 A) (5,6) B) (0,11) C) (6,-4) D) (2,9)

Question #7 A) (-5,3) B) (3,-5) C) (6,-2) D) (9,1)

Question #8 A) (5,-3) B) No solution C) (0,-2) D) (-2,0)

Question #9

Question #10

Question #11 Find f(2): A) f(2) = 5 B) f(2) = -5 C) f(2) = 0 D) f(2) = -3

Question #12 A system of linear equations has been graphed in the diagram. Determine a reasonable solution for the system of equations A) (-5, 3) B) (5, -3) C) (5, 3) D) (-5, -3)

Question #13 AgeHeight Serena is doing a study on age and height. She collects the following ages and heights. Is her data a function? Why or why not? A) Yes, because for every x there is only one y B) Yes, because for every y there is only one x C) No, because for some x’s there are more than one y D) No, because for some y’s there are more than one x

Question #14 Regal Cinemas is trying to figure out how many tickets they sold at the midnight premiere of The Hobbit. Between student tickets and adult tickets, they sold 1200 tickets total. With student tickets costing $8.00 and adult tickets $12.00, they made $11,200. How many tickets of each kind did they sell? A) 700 student tickets & 500 adult tickets B) 800 student tickets & 400 adult tickets C) 500 student tickets & 700 adult tickets D) 400 student tickets & 800 adult tickets