These are the same distance from zero, but in different directions?
What are opposite numbers!
200
The smallest product two numbers share
What is the LCM?
200
Located to the left of, and worth less than zero.
What are negative numbers?
200
Negative 13 is to the left of negative 12.5, so I know it could be written as this inequality.
What is -13 < -12.5
or
What is -12.5 > -13?
200
The coordinate plane quadrant that contains only positive numbers.
What is quadrant I?
300
All whole numbers and their opposites are called this.
What are integers?
300
The GCF of 36 and 60.
What is 12?
300
75 feet below sea level.
What is negative 75?
300
I know that 25 and -25 are the same distance from zero on a number line, so they have this in common.
What are absolute values?
300
The location of a point that has a negative X-coordinate and a positive y-coordinate.
What is quadrant II?
400
Where the x-axis intersects the y-axis.
What is the origin?
or
What is (0,0)?
400
Gerald will use this to find out how many boxes he can pack with equal numbers of bells and whistles.
What is the GCF?
400
You owe 75 cents in library fines.
What is negative 0.75?
400
These numbers listed from least to greatest:
65, -13, 0, 47, -72
What are -72, -13, 0, 47, 65?
400
5 units left and 3 units down makes this ordered pair.
What is (-5,-3)?
500
Horace found that he could use the GCF and the distributive property to rewrite 18 + 30 as this.
What is 6(3+5)?
500
Sherri will use this to find out when her two favorite planets will be visible in the sky at the same time again.
What is LCM?
500
The opposite of the opposite of -(-7).
What is 7?
500
Daily Double! How much will you wager (up to 500 points)?
A fisherman is sitting 2 feet above sea level in his boat. A swordfish is swimming 15 feet below sea level. The fisherman is this many feet away from the swordfish.
What is 17 feet away?
500
Start at the origin and move left or right first, then move up or down.
What are directions to locate a point on a coordinate plane?
or
What is how to graph points (or ordered pairs)?