A plan for problem solving Chapter 1 Lesson 5. A Problem-Solving Plan Explore Plan Solve Examine.

Slides:

Advertisements

Similar presentations

TRANSLATING TWO-STEP EQUATIONS. EXAMPLE #1 Translate the following into an equation. Seven more than three times a number is 31 3x + 7 = 31.

Advertisements

MATH REVIEW Getting ready for the ACT. ACT MATH: Broken Down 60 Q, 60 Minutes 23% Pre-Algebra 17% Elementary Algebra 15% Intermediate Algebra 15% Coordinate.

S-O-L-V-E 6th Grade.

Applications of Simple Interest Example 1: Eight years ago Ann put some money in a savings account at 5% interest. She checked her account balance and.

Simple and Compound Interest

Simple Interest Math 8. Simple Interest Can be interest gained (earned) or interest paid Interest paid- costs you money * loans * credit cards Interest.

Bellringer for Thursday, August 22nd

Pre-Algebra 8-7 More Applications of Percents Warm-up Pink handout #11-14 Turn in pink handout.

3.1 Writing Equations Goals:

Algebra 1 Coin Word Problems.

Pg. 116 Homework Pg. 117#44 – 51 Pg. 139#78 – 86 #20 (-2, 1)#21[0, 3] #22 (-∞, 2]U[3, ∞)#24(-∞, -3]U[½, ∞) #25 (0, 1)#26(-∞, -3]U(1, ∞) #27 [-2, 0]U[4,

Bell Ringer: Solve each system. 1) 4x – 6y = -4 8x + 2y = 48 2) y = x -2 4x + 2y = 14.

Lesson 7.11 One Dollar.

Discrete Mathematics Chapter 10 Money. Percentage.

Using Systems to Solve Word Problems

Welcome to 6+h Grade Ma+h

Do Now: Use elimination The sum of two numbers is 20. Their difference is 4. Find the numbers. Answer: 12 and 8 (11/3, 2/3)

Chapter 7 Pre Algebra.

I wonder who has more money…. 1 dollar, 3 nickels, 5 dimes 6 dimes, 3 pennies, 5 quarters 8 pennies, 6 nickels, 3 dimes 2 half dollars, 5 pennies, 8 nickels.

Lesson 3-3 Example Solve. Daniel put $1,500 into a savings account. The simple interest rate is 4.5%. How much interest will Daniel earn in 1 month?

3rd Grade Jeopardy Math Computation and Estimation

Work Backwards MA.7.A Explain when you would use the work backwards strategy to solve a problem. 1.Describe how to solve a problem by working backwards.

Estimating College Costs and Payments

In Anchorage, the formula for Celsius is. Solve for F._________ Also, find out how much 2° Celsius is in Fahrenheit. _______________ F = 35.6.

3.1 Writing Equations. WARM UP Write the following verbal expressions as algebraic expressions: 1) The difference of twice a number x and 4. 2) 3 times.

Computing Simple Interest Mr. Swaner Notes The formula for computing simple interest is: I = Prt P = principle r = rate (decimal form) t = time (years)

Lesson 5-8 Simple Interest.

5 Minute Check Find the price to the nearest cent. Complete on the back of your homework. 1. $60; with a 60% discount 2. $40; with 7% tax 3. $199; with.

Simple & Compound Interest

Unit 6 Baseball Chapter 8: Systems Created © 2007 by Alice Keeler

EquationsWord prob Coin & CI Expressions & Order of Operations Inequalities

Systems of Equations Project

Writing Two-Step Equations. Equation – a mathematical sentence containing variables, numbers and operation symbols Two-step equation – an equation with.

Holt Algebra Solving Equations by Adding or Subtracting Over 20 years, the population of a town decreased by 275 people to a population of 850. Write.

3.4 Using Equations to Solve Problems Objective: To use the five-step plan to solve word problems. Warm – up: Six less than five times a number is 74.

Bell Work: Be ready to hand in your signed course syllabus, and have your notebook out, open, and ready for notes!!!

Regents Review #2 Equations. What type of Equations do we need to solve? 1)Simple Equations 2)Equations with Fractions 3)Quadratic Equations 4)Literal.

2-Step Word Problems Multi-Step Word Problems Distance, Rate, and Time

M ILESTONE Practice 2015 – mixed problems Number Sense, Expressions/Equations, Statistics, and Ratio/Proportions.

Plan for Problem-solving Section 0-1. Problem-Solving Plan Step 1Understand the problem Step 2Plan the solution Step 3Solve the problem Step 4Check your.

CRCT Geometry and Measurement Grade Louis wanted to buy a chicken sandwich for $1.83. He has 3 quarters, 4 dimes, 1 nickel, and 2 pennies. How much.

Common Assessment Quarter 2Test 1 Please read the questions carefully. Use scratch paper to work through the problems and record your answers on your answer.

Click to Begin Click to Begin. Solving Multi-step Equations Vocabulary Simplifying Algebraic Expressions Solving One and Two One and Two Step Equations.

Theoretical Probability of Compound Events

Warm-Up Oct. 5 You will need notebooks and workbooks today!

GOAL: USE A LINEAR EQUATION TO SOLVE A REAL LIFE PROBLEM. ELIGIBLE CONTENT: A / A / A & 2-3 WORD PROBLEMS.

Splash Screen. Lesson Menu Five-Minute Check (over Lesson 7–7) Main Idea and Vocabulary Example 1:Find Interest Earned Example 2:Find Interest Earned.

Explore Compound Interest

$100 $200 $300 $400 $500 $200 $300 $400 $500 Problem Solving Multi-Step Equations Simple and Compound Interest Multi-Step Inequalities Transforming.

Writing Equations to solve Word Problems. One way to solve word problems is to look for key words to help you write an equation. You must decide what.

Find two consecutive even integers with a sum of 14. Solve n + (n + 2) = & 8 Carrie had $32 when she got to the carnival. After riding 6 rides,

Evaluating More Formulas Core Focus on Introductory Algebra Lesson 2.4.

Formulas and Equation-Solving Core Focus on Introductory Algebra Lesson 3.7.

Math-8 NOTES DATE: ______/_______/_______ What: Equation word problems Why: To use both one and two-step equations to solve word problems. What: Equation.

Select the correct answer and a shell. If you get the question right, you will receive the points behind the shell you selected. If you got the answer.

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)

Deposits pp SECTION 5-1. SECTION MBA, Section 5-1, Slide 2 of Section Objective Complete: a savings account deposit slip Compute total.

Problem Solving and Test Taking Strategies MSA Problem Solving in Mathematics Working Example Cindy was vacationing in North Carolina, which is 500 miles.

ROPES #1 Park A state park charges admission of $6 per person plus $3 for parking. She was exciting about seeing the 22 alligators that were at the park.

Lesson 1.7 A Problem Solving Plan Essential Question: How do you use the problem solving plan to solve problems?

Splash Screen. Lesson Menu Five-Minute Check (over Lesson 1–7) Main Idea and Vocabulary Example 1:Find the Solution of an Equation Example 2:Solve an.

Lesson 2 – Annuities Learning Goal I can solve for the future value of an annuity.

Lesson – Teacher Notes Standard:

Formulas and Equation-Solving

Unit 6 Baseball Chapter 8: Systems

Lesson: 1- 5 A Plan For Problem Solving

8.4 Using Systems Objective:

8.4 Using Systems.

Presentation transcript:

A plan for problem solving Chapter 1 Lesson 5

A Problem-Solving Plan Explore Plan Solve Examine

Problem Solving Strategies

Using an Equation G I = PRT G I = G P= G R= G T= G I = PRT G I = G P= G R= G T= Suppose you deposit $220 into an account that pays 3% simple interest. How much money would you have in the account after five years?

How many ways can you make $0.50 using quarters, nickels and dimes? G EXPLORE: G What information is given? G What do I need to find out? G EXPLORE: G What information is given? G What do I need to find out?

G PLAN: G Select a strategy: G Estimate what you think the answer should be: G PLAN: G Select a strategy: G Estimate what you think the answer should be:

SOLVE

EXAMINE: G Check your answer. Does it make sense?

Leona is 12 years old, and her sister Vicki is 2 years old. How old will each of them be when Leona is twice as old as Vicki? G EXPLORE: G What information am I given? G What do I need to find out? G EXPLORE: G What information am I given? G What do I need to find out?

PLAN: G Select a strategy: G Estimate what you think the answer should be: G Select a strategy: G Estimate what you think the answer should be:

SOLVE:

EXAMINE: G Check your answer. Does it make sense?

Zoe has the following breads, mean and cheeses to choose from to make a sandwich. How many different sandwiches can she make if she can only use one type of bread, meat and cheese at a time? BREADMEATCHEESE WhiteHamSwiss RyeTurkeyProvolone Salami

EXPLORE: G What information am I given? G What do I need to find out? G What information am I given? G What do I need to find out?

PLAN: G Select a strategy: G Estimate what you think the answer should be: G Select a strategy: G Estimate what you think the answer should be:

SOLVE:

EXAMINE G Check your answer. Does it make sense?

1. Michael is 3 years older than Andrew. The sum of their ages is 15. How old are they?

Janice and Michelle take turns driving as they go to the beach. Janice drives 35 miles farther than Michelle. How far did Michelle drive if together they drove a total of 155 miles?

Isabelle deposits $1200 into her savings account, which has an interest rate of 3%. How much money will she have in her account after 4 years?

How many ways are there to make $0.30 using pennies, nickels and dimes?

The volume of a box is the product of its length, width and height. What is the volume of a box whose length is 14 inches, width is 8 inches and height is 6 inches.

Austin, Claire, Sydney and Matt are the first four batters on a baseball team. The coach is still deciding on the order in which to have them bat. How many different ways can the coach arrange them?

Gasoline costs $1.21 per gallon, tax included. Jaime paid $10.89 for the gasoline he put in his car. How many gallons of gasoline did he buy?

Ryan paid for 6 CDs at a special 2-for-1 sale. The CDs that he got at the sale brought the total number of CDs in his collection to 42. How many CDs did he have before the sale?