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What is a number's opposite?
Opposites are two numbers that are the SAME distance from zero, but on OPPOSITE sides of zero.
What is absolute value?
A number's distance from zero. It is ALWAYS positive!
Explain the difference between finding the absolute value of 5 and finding the opposite of 5.
The absolute value of 5 is how far 5 is from zero, which is 5. The opposite of 5 is -5. Opposites are the same distance from zero, but on opposite sides.
Which statement is true?
B - -5 is a smaller number than -3. It would be further left on the number line.
Answer the question.
D - Sam owes more because it is a farther distance from zero! That is absolute value.
Which list shows the temperatures in order from coldest to warmest?
B
Which of the following represents a positive integer?
C - going UP flights of stairs would be POSITIVE!
Answer the question.
4 temperatures are negative, which means they are below freezing!
Answer the question.
>
What integer represents the scenario? You owe your friend $5.
-5
Answer the question.
R - absolute value is ALWAYS positive! How far is -1/2 from zero? It is 1/2 away!
What integer would represent 4 degrees above freezing?
4
What integer would represent 2,000 feet below sea level?
-2,000
Answer the question.
C
Answer the question.
S - the opposite of -5 1/2 would be positive 5 1/2, which is point S!
Answer the question.
C - sea level will always be represented by the integer 0!
Which rational number has the smallest value?
-3/2.
Which statement is true about the two temperatures?
A - -5.6 has a larger value than -5.9. The larger the number, the warmer it will be.
True or false?
False - The absolute value of 1/4 is 1/4. Absolute value is the distance from zero.
True or false?
True! The bars mean absolute value, which is distance from zero. It will always be a positive number!
True or false?
False - opposites must be the same distance from zero but on opposite sides.
Which decimal number represents the point on the number line?
-0.8
Which decimal number represents the point on the number line?
-1.4
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