Provide a real world example using the vocab word gain.
Answers will vary
Compare where -1/4 is and -3/4 is in relation to each other on a number line.
Both rational numbers are to the left of zero and -3/4 is further to the left of zero then -1/4.
Draw a horizontal number line with an appropriate scale of 1's from 5 to -5.
See work
What are the coordinates of point A?
( 3, 5)
What is the absolute value of -3?
3
Whats the difference between a gain and a loss?
Gain is a positive and loss is a negative movement on the number line.
In words where is -1 in comparison to -2.
-2 is less than -1 or further to the left of zero then -1.
Plot the points 3 as A , -4 as B, and 0 as C .
See work .
If the y coordinate is the same as point A, and the x -coordinate is the opposite of point A, what are the coordinate of the new point B?
(-3,5)
Define absolute value.
The distance from zero.
An answer above 0 reference point.
True or False. -7 is greater than -5. Explain why or why not?
False. -7 is less than -5 because it is further to the left of 0 then -5.
Write an inequality from greatest to least using those points.
3 > 0> -4 or A > C > B
Find the distance of the following 2 points. (4, -3) and (-3, -3).
7 units
Which has a greater absolute value? -5 and 4?
-5
Provide a rational number that represents an elevation below sea level.
An fraction or decimal below 0.
Which temperature is greatest. -20 degrees, -25 degrees, or -15 degrees?
-15
Write an inequality from least to greatest using the given points.
-4 < 0 < 3 or B < C < A
Find the distance of the following 2 points. (-5, 6) and (-5, 15).
9 units
Determine the absolute value of the given integers and put in order from greatest to least.
7, -3, 0, -1
7, 3, 1, 0
Explain in words if this situation is correct.
-(- (-350)) = 350
Incorrect. The opposite of -350 is 350 and the opposite of 350 is -350.
The temperature at 7am was -17 degrees. At noon it was -7 degrees. What can we say about the temperature at noon?
It increased or moved on the number line to the right or up the number line.
Write an inequality statement using absolute values of greatest to least.
4 > 3 > 0 or B > A > C
What do we call the point where the two axes intersect?
origin
Determine the absolute value of the given integers and put in order from least to greatest.
7, -3, 0, -1
0, 1, 3, 7