The numbers of solutions to the system below:

What is one solution?
The scatter plot has this association.
Simplify the following expression:
x^7*x^3
What is
x^10
Can you create a triangle with the following lengths:
4, 8, 14
No! The following results in a false statement.
8+4>14
8+14>4
4+14>8
What is the ROTATION of the figure below:

90 degrees COUNTERCLOCKWISE
The equation of a linear line in slope-intercept form. (Hint: what is the format of a linear line?)
What is
y=mx+b
A data point that is very different from the rest of the data.
Simplify the following expression:
(27x^8)/(3x^3)
What is
9x^5
A possible third length of a triangle with the lengths 18 and 21.
Any number
3<x<39
Fill in the blanks:
Complementary angles add up to ________.
Supplementary angles add up to _________.
Complementary angles add up to 90 DEGREES.
Supplementary angles add up to 180 DEGREES.
The slope of the line given these two points:

What is
-8/11
Describe this association.

Strong, Positive, Linear
Evaluate the expression:
5^-3
What is
1/125 or 0.008
The formula you can use to solve for the missing side of a triangle.
What is the Pythagorean Theorem?
a^2+b^2=c^2
A figure is shown. What is the measurement of angle FGE?

32 degrees
The equation of the linear line given the following table:

What is
y=-3x+18
Using the scatterplot below, come up with a reasonable estimate for y when x = 13
Somewhere between 40-45
Simplify the following expression:
(4s^3)(3s^2+8s)
What is
12s^5+32s^4
Solve for the missing side of the right triangle:

What is 13?
Reflect point L across the y-axis. What are the coordinates of L'?

(1, 3)
BE DESCRIPTIVE!
A system of linear equations have NO SOLUTIONS when:
The two lines are PARALLEL.
The lines have the SAME SLOPE but DIFFERENT Y-INTERCEPTS.
The lines NEVER intercept.
Describe the association
Strong, Positive, Nonlinear
Determine a common factor of the following expression:
8x^5y+2x^2y^6
Any of the following:
x, x^2, xy, x^2y
2, 2x, 2xy, 2x^2, 2x^2y
Solve for the missing side of the right triangle:

What is
sqrt(104) or approx10.2
Triangles QSU and RST are similar. What is the length of QU?

4 ft