Ms. Sanders Math Class. Sidney, Celia, Liz, Malcolm, and Theo decide to operate bicycle tours as a summer business. The five college students choose a.

Slides:



Advertisements
Similar presentations
A bicycle wheel rotates through four complete revolutions in 2 seconds
Advertisements

There are 52 cards in a deck. So what are my chances of picking an ace?
Uniform Motion Speed & Velocity.
Math Pacing Graphing Systems of Equations. Many real-world problems can be solved using a system of equations.
Area and The Distance.
Focus 1: Proportional Reasoning Standards: 7.RP.1, 7.NS.2d, 7.NS.3, 7.EE.4a, 7.G.1 Resource: Connected Math Program 2 Comparing and Scaling: Investigation.
COMPARING EQUATIONS Mrs. Hitt rents a car for $50 a day and
Using Maps Distance Scales.
Effective Promotion: NYS Major Bicycling Events Calendar Bike NY State Exhibit Getting from There to Here Bicycling Products Cyclotour Guide Books: NYS.
NEWTON’S SECOND LAW OF MOTION Law of Acceleration.
Presentation Timer Select a time to count down from the clock above 60 min 45 min 30 min 20 min 15 min 10 min 5 min or less.
Presentation Timer Select a time to count down from the clock above 60 min 45 min 30 min 20 min 15 min 10 min 5 min or less.
Unit 7 - Lesson 2 Rate of Change – Part 1 15 Learning Goals: I can determine the rate of change of a linear relation using a graph. I can determine what.
Distance and Midpoint Formulas Find the distance between two randomly selected points.
Use the number below to answer the given questions: 8, ) What is the value of the 3? A 30 B 3 C 0.3 D ) What is the value of the 9? A 900.
Speed, Distance & Time Speed, Distance, Time Calculations.
Do Now: What is the speed of an object that is standing still? Objective: to define and calculate speed.
Section Uniform Motion Problems. Planes An airplane took off from Birmingham to Los Angeles, traveling at an average of 600 miles per hour. One.
Done By: Rashid Almuaini/ Abdulla Ahmed/ class: Math Project.
Unit 03 “Horizontal Motion”
Lesson 1-6 Example Solve. Theo and Ren are speed readers. On average, Theo reads 36,000 words in 4 minutes. On average, Ren reads 42,500 words in.
Chapter 8 - R o tati o nal M o ti o n Circular M o ti o n.
Section 11.2 Combinations Math in Our World Learning Objectives  Distinguish between combinations and permutations.  Find the number of combinations.
Sponsored by Count the items You have 10 Minutes ! To answer as many questions as you can There are 10 questions in total Maths Worksheets.
 How does hill height affect velocity?  How does loop size affect velocity?  How does mass affect velocity?  How does the number of loops affect velocity?
Y7 Engineering project Maths Lesson 1. Remember you will be assessed on this work All work to be Done on A4 paper You can add to this project at home.
1-6 Day 1 Absolute Value Equations Objective: I can solve an absolute value equation. Unit 1.
Jumping Jack Experiment Sixth Grade Common Core State Standard EE.C.9.
1-6 Day 1 Absolute Value Equations Objective: I can solve an absolute value equation. Unit 1.
Using Formulas. Goal: 1.Plugging numbers into formulas. We use formulas to calculate values. 2.Use the formula d = rt to solve for different values.
TICK TOCK, TICK TOCK, TICK TOCK DO NOW: WHAT ARE THE TWO MEANINGS OF THE WORD “TIME” IN PHYSICS?
List at least 3 questions you would like to ask about this photo.
Understanding Multiplication and Division.
Ancient Egypt Geography. Step one Please go to the British Museum Website by clicking the following link:
7-2 Powers of 10 and Scientific Notation Warm Up Lesson Presentation
Maths Worksheets 100 Question Times Tables Test
Learning Center for Counting 2 nd Grade By: Justin Dodd.
Decision Maths 1 Shortest path algorithm Dijkstra’s Algorithm A V Ali :
Pre test On Motion. 1. Which unit is used to measure distance? A. seconds B. meters C. grams D. liters.
HOW is the subtraction of integers related to the addition of integers? The Number System Course 2, Inquiry Lab before Lesson 3-3.
Maths in Biosciences – Observing behaviour. Maths is as easy as going from A to Bee Bee flower foraging, motion-triggered webcams Pythagoras Column vector.
Motion Problems 2 A man bikes from A to B at 20 km/h. He returns by car at 60 km/h. The bike trip is 2 hours longer than the car trip. How far is it.
As you enter the room: 1.Take a piece of paper from the back. 2.Move to your seat quickly and quietly. 3.Begin work on the problems.
Intensity level of exercise
Page 146: Give your own examples of an object rotating and an object revolving. 2. List two units in which angular speed can be measured. Rotations.
Math Worksheets Fractions - Mental Math Test (1)
Choose a Count down Time by Clicking a Button Below.
Motion & Speed Ch. 3.
Learning the Multiplication Facts
Area and Circumference of a Circle
? The slope tells us the speed Run into a jungle Stop for 5 sec Walk backwards The slope tells us the speed.
Speed, Distance, Time, Velocity, and Acceleration Quiz Review
Speed, Distance, Time Calculations
Momentum.
A Question of Maths Instructions: Choose a number to answer a question
Number Words   two one three.
7-2 Powers of 10 and Scientific Notation Warm Up Lesson Presentation
Speed.
 Monday T1 W2 Read the ‘understanding each other’ sheet. Answer the questions and put the 20 highlighted words into alphabetical order, including syllable.
Chapter 1 – Lesson 4: Jumping Jack Experiment
Year 2 Summer Term Week 5 Lesson 2
Speed Velocity Acceleration
Year 2 Summer Term Week 13 Lesson 3
7-2 Powers of 10 and Scientific Notation Warm Up Lesson Presentation
Significant Figures.
Year 2 Summer Term Week 5 Lesson 2
Speed = Distance divided by time
Counting to 100 Counting by ones
Year 2 Summer Term Week 13 Lesson 3
Presentation transcript:

Ms. Sanders Math Class

Sidney, Celia, Liz, Malcolm, and Theo decide to operate bicycle tours as a summer business. The five college students choose a route from Atlantic City, New Jersey, to Norfolk,Virginia. The students name their business Ocean Bike Tours. While planning their bike tour, the students need to determine how far the touring group can ride each day. To figure this out, they take test rides around their hometowns.

How far do you think you could ride in a day? How do you think the speed of your ride would change during the course of the day? What conditions would affect the speed and distance you could ride?

You will need a group of at least four people: a jumper (to do jumping jacks) a timer (to keep track of the time) a counter (to count jumping jacks) a recorder (to write down the number of jumping jacks)

 When the timer says “go,” the jumper begins doing jumping jacks.  The jumper continues jumping for 2 minutes.  The counter counts the jumping jacks out loud.  Every 10 seconds, the timer says “time” and the recorder records the total number of jumping jacks the jumper has done.

Time (seconds) Total Number of Jumping Jacks After you complete the experiment answer the questions on your worksheet.