9m + 6 < -21
m < -3
What is the theoretical probability of rolling an even number on a fair number cube?
1/2
Find the slope.
(-9, 10) & (13, 8)
-1/11
I have four congruent sides, opposite sides are parallel, and four right angles.
Square
Write 0.0001 in three ways.
10-4, 1/104, 1/10 x 1/10 x 1/10 x 10
-16 - 7m > 19
m < -5
Andrew rolls a number cube 100 times. The results are shown below. What is the theoretical probability of rolling a 6?
1/6
Find the slope.
-2
I have one pair of parallel sides and one pair of congruent sides.
Isosceles trapezoid
Write 204,500,000 in scientific notation.
2.045 x 108
8 + x/3 > -6
x > -42
Andrew rolls a number cube 100 times. The results are shown below. What is the experimental probability of rolling a 3? (In simplest form.)
3/20
Find the value of y.
8
I have two pair of parallel sides, two pair of congruent sides, opposite angles are congruent, and my diagonals bisect each other.
Write 0.000908 in scientific notation.
9.08 x 10-4
-3/4a - 15 < -30
a > 20
The six faces of a fair cube are numbered 1 to 6. If the cube is rolled 150 times, what is the expected number of times a 5 will land face up?
25
Find the value of x.
23.2
I have two pair of parallel sides, two pair of congruent sides, four right angles, and my diagonals are congruent.
Rectangle
Write in two different ways.
100,000
105, 10 x 10 x 10 x 10 x 10
-18 > 16 - 2n
n > 17
This spinner has 3 sections of equal size. The arrow of this spinner was spun 30 times and landed on the blue section 12 times. The arrow will be spun one more time.
What is the theoretical probability that the arrow will land on the blue section on the next spin?
1/3
Find the slope.
4/5
I have four congruent sides, opposite sides are parallel, and my diagonals bisect each other and form right angles.
Rhombus
Order from least to greatest.
8.2 x 10-2, 3.03 x 10-5, 9.1 x 10-2, 2 x 10-6
2 x 10-6, 3.03 x 10-5, 8.2 x 10-2, 9.1 x 10-2