Bell work Cronnelly Solve: 1) −6+(−19) 2) 18.6+19.5 3) −36+18 4) −27+49 5) −103.8+96.9 6)41.3+(−13.5)

Slides:



Advertisements
Similar presentations
What? Remote, actively researched, monitored, measured, has a huge impact on global climate and is relatively cool?
Advertisements

Adding and Subtracting Real Numbers
DUBAI and the ARCTIC S. The city of Dubai is being built about 52 ft. above sea level, with its artificial island satellites only 17 ft. above water.
Breakup of Petermann Glacier August Greenland Ice Sheet Each summer, snow retreats briefly at low elevations, and a narrow strip of rocky coastline.
FOUNDATIONS OF ALGEBRA POSITIVE AND NEGATIVE NUMBERS.
NO CALCULATORS!!!!!!!.  Integers are the whole numbers and their opposites (no decimal values!)  Example: -3 is an integer  Example: 4 is an integer.
RATIONAL NUMBERS Rational numbers: Any number that can be written as a fraction. This includes, 1.Fractions Example : 4/5, 6/7, 15/8, 1/2.
Operations with Integers PowerPoint
Lesson 7 Rational and Irrational Numbers. Numbers Numbers can be classified as rational or irrational. What is the difference? Rational –Integers- all.
Topic 10 Ice and Fog GEOL 2503 Introduction to Oceanography.
Lesson 11-1 Warm-Up. Lesson 11-1 Warm-Up Square Roots and Irrational Numbers (11-1) What is a “perfect square”? What is a “square root”?? perfect square:
Krill: Any small, pelagic, shrimplike crustaceans of the family Euphausiidae, eaten as food by certain whales.  The lowly krill averages around two inches.
Integers All whole numbers and their opposites including the number 0.
1-2 Adding and Subtracting Real Numbers Warm Up Lesson Presentation
Notes and Practice Adding and Subtracting Integers.
Add / Subtract Rational Numbers: Unlike Fractions.
1-5 Adding Integers There are three parts to today's lesson: Adding positive integers Adding negative integers Adding a positive integer and a negative.
1.8 DIVIDING RATIONAL NUMBERS I CAN USE THE RULES FOR DIVIDING INTEGERS TO DIVIDE RATIONAL NUMBERS AND SOLVE PROBLEMS BY DIVIDING RATIONAL NUMBERS.
1-2 Adding and Subtracting Real Numbers Warm Up Lesson 1-1 Word Problems.
Bell Ringers (-256) x (-12) 870 ÷ (-6) 3. ( ) x 1.02
Icebergs Glaciers vs. icebergs
Glaciers. How are they made?  A glacier begins when snow doesn’t completely melt away during the summer. Each with new snow falls on top of the old snow.
The Number Line Lesson After completing this lesson, you will be able to say: I can locate a number and its opposite on a number line. I can determine.
Glaciers.  Glaciers: Masses of ice built up over thousands of years.  Alpine Glaciers: Glaciers that occur in high altitudes, such as mountains.  Continental.
Danger – Icebergs! I can expand vocabulary. I can expand vocabulary.
Adding and Subtracting Real Numbers Section 1-5. Goals Goal To find sums and differences of real numbers. Rubric Level 1 – Know the goals. Level 2 – Fully.
Operations with Integers PowerPoint Created By: Miss Henry.
Turn your journal to page 15. Do page 15 and 16 
Chapter 2 - Mapping Our World
Operations with Integers PowerPoint
Operations with Integers PowerPoint
Adding and Subtracting Rational numbers
Preview Warm Up California Standards Lesson Presentation.
Adding and Subtracting Real Numbers
Glaciers.
Bell Ringer #4 Solve the expressions
Operations with Integers PowerPoint
Lesson 2-3 Adding and Subtracting Integers
Splash Screen.
Skipton Girls’ High School
Operations with Integers PowerPoint
Preview Warm Up California Standards Lesson Presentation.
Glaciers.
Operations with Integers PowerPoint
The oceans of the World.
1-2 Adding and Subtracting Real Numbers Warm Up Lesson Presentation
1-2 Adding and Subtracting Real Numbers Warm Up Lesson Presentation
1-2 Adding and Subtracting Real Numbers Warm Up Lesson Presentation
1-2 Adding and Subtracting Real Numbers Warm Up Lesson Presentation
Glaciers.
“Land of the midnight sun”
Absolute Value and Comparing Rational Numbers
Unit 2. Day 10..
Chapter 11 Fresh Water.
Domain 1: The Number System
You have already compared fractions and decimals. (Lesson 3–1)
Science Planner 11/29/17 Goal: Solar and Lunar Eclipses
Bell work/Cronnelly Calculate the area and perimeter of each shape below.
Ice, Ice, Baby CReSIS sends scientists to research ice in 2 of the coldest places on earth. Where would that be? Which would have more ice? Greenland holds.
Chapter 3 Test Review.
Bell Work Cronnelly Span of tightrope: 19 feet
Glaciers.
Operations with Integers PowerPoint
Glaciers.
Glaciers and Earthquakes
Adding Integers Unit 1 Lesson 6
Add & Subtract Rational Numbers
FIRST find the latitude line
Glaciers.
Glaciers.
Presentation transcript:

Bell work Cronnelly Solve: 1) −6+(−19) 2) 18.6+19.5 3) −36+18 4) −27+49 5) −103.8+96.9 6)41.3+(−13.5)

Lesson 2.2.4 Addition of Rational Numbers with Integers Fractions and Icebergs! Lesson 2.2.4 Addition of Rational Numbers with Integers

Since 1912 when the Titanic sank after striking an iceberg, ships and planes from the INTERTATIONAL ICE PATROL have searched the waters of the North Atlantic to report icebergs that have broken off Greenland’s Ice Sheet and drifted into shipping.

Most Icebergs form from the Greenland glaciers. 12,500 icebergs are produced each year. 375 float south into the North Atlantic shipping lanes where they become a hazard. 

Where is Greenland? Greenland United States Baffin Bay Many icebergs break off the west side of Greenland into the Baffin Bay where they drift into the North Atlantic in a area that many call iceberg alley. These icebergs can be very dangerous to ships.

Icebergs from Iceberg Alley created the Titanic disaster of 1912. Where is iceberg alley? Icebergs from Iceberg Alley created the Titanic disaster of 1912. This is the area of the ocean we patrol and monitor most carefully. Baffin Bay Greenland Iceberg Alley Atlantic Ocean

The iceberg suspected of having sunk the RMS Titanic. Contains the infamous "red smear" and was found in the same vicinity as many bodies and debris from the ship.

Icebergs vary in size from the size of a large piano, called growlers, to the dimensions of a 10-story building. Icebergs about the size of a small house are called “Bergy” bits. SIZE CATEGORY HEIGHT (FT) LENGTH Growler less than 3 less than 16 Bergy Bit 3-13 15-46 Small 14-50 47-200 Medium 51-150 201-400 Large 151-240 401-670 Very Large Over 240 Over 670

International Ice Center Database   International Ice Center Database Iceberg Date Updated Latitude Longitude Size B-15A 08/12/2010 81.1 N 61.7 W 1,200 sq mi Satellite images show where icebergs break off into the ocean. Each iceberg is named, measured, dated, an kept track of by latitude and longitude. If a iceberg drifts into a shipping lane the International Ice center will go to extreme measures to ensure that the iceberg is moved so that it is not a threat to ships.

How much of an iceberg is below the water? Usually about ⅛ of an iceberg is above the waterline. That part consists of snow, which is not very compact. The part of the iceberg that is under the cold water is very compact and very heavy. 7 8 The International Ice Center knows that icebergs are much more dangerous than they appear from the surface of the water. What you see floating is as they say “just the tip of the iceberg’” Looking at this image explains why so much damage was done to the titanic! The International Ice Center uses calculations with rational numbers to determine size and locations of potentially dangerous icebergs! 1 1 ? 8 ? + =

Antarctica “Blue Iceberg” Greenland Iceberg Antarctica “Blue Iceberg”

Adding Rational Numbers As we’ve just seen, sometimes it is necessary to add numbers that are not integers. Remember, integers are whole numbers and their opposites. …-3, -2, -1, 0, 1, 2, 3… Yesterday, we used the integer rules to add integers with the same signs and different signs. Today, we will use the same rules to add rational numbers such as fractions and decimals.

The rest of our lesson will be taught from our student notes.

End of PowerPoint