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This lesson focuses on negative numbers and their representation on the number line. Students will learn about ordering integers, how to perform basic arithmetic operations with negative numbers, and the significance of positive and negative integers. Activities include counting up and down by fractions, practicing mental math skills, and comparing and arranging numbers. Engaging exercises are designed to reinforce concepts, with a strong emphasis on understanding how to work with negative values in various mathematical contexts.
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Lesson 14 The Number Line: Negative Numbers
Notes Mental Math Links Activity Proficiency Homework Practice
Mental Math • Count up and down by ¼’s between ¼ and 6 • 8 x 400 360 + 230 • 6 x 3000 1250 - 1000 • $7.50 + $7.50 $10 - $7.50 • Start with 10. add 2; divide by 3; multiplied by 4; then subtract 5. What is the answer?
0 -8 -7 -6-5 -4 -3 -2-1 0 1 2 3 4 5 6 7 8 9 • Notes Positive numbers- the points to the right of zero Negative numbers- points to the left of zero Integers- Positive & negative numbers and 0
0 -2 0 1 • Example #1 Arrange these numbers in order from least to greatest 0, 1, -2 Example #2 Compare: -3 -4 Next
0 Order matters and subtraction. Start at 2 and count to the left five integers. You should end up at - 3 • Example #3 • Subtract 5 from 2 -4-3-2 -1 0 1 2 3 4 5 6 7 8 9 10 What number is 7 less than 3? -5 -4 -3 -2 -1 0 1 2 3 4 5 6 7
Compare: -8 -6 • < • > • = • None of the above • All of the above
What number is opposite of 3? • 0 • 6 • -3 • -6 • None of the above
What number is 5 less than 0? • -5 • 5 • 0 • 15 • None of the above
5 – 8 = • 13 • 3 • 40 • -3 • None of the above
All 5 numbers below are integers. True or False?-3, 0, 2, -10, 50 • True • False
The desert floor was 186 feet below sea level. Use a negative number to indicate that number • 186 • 0 • 374 • -186 • None of the above
0 http://www.math.com/school/subject1/lessons/S1U4L6GL.html Select level 4 http://www.kidsmath.com/e_int.html
0 The Answer is… A N – 36 = 12 - 3
0 The Answer is… A Change each fraction to a decimal, the compare. A 3/8 = .375; .38; 2/5= .4; 4/9 = .44; .49 B .38; 2/5 = .4; 3/8 = .375 (stop) C .38; .49; 3/8 = .375 (stop) D .49; .44 (stop)
Activity 0 A dot cube has six faces. Where two faces meet, there is an edge. How many edges does a dot cube have?
0 Lesson 14 Practice A-L Complete #’s 1-30