Algebra
Functions
Shapes
Triangles
Statistics
100

The form that involves writing any given number as a number between 1 and 10, multiplied by 10 to the nth number.

Scientific Notation or Standard Form

100
Defined by two perpendicular lines: x-axis and y-axis.
Cartesian Plane
100

pi times radius squared

area of a circle

100
Opposite over hypotenuse

Sine

100

The two types of data: numerical and ______.

Categorical

200

Expand and simplify (5x+2)(5x-2)

25x2 + 4

200

The rise over run

Slope

200

This is what a 10-sided polygon is called

Decagon

200

Law of sine

Sin A over a = Sin B over b = Sin C over c

200

The distribution that is stretched on the right side of the centre

positively skewed

300

The number equivalent to the square root of 36 over 4

3

300

The direction of parabola for the function y = -x2 + 2x + 3

Opening downward 

300

5 feet in inches

60 inches
300

The Greek philosopher who discovered that the square of hypotenuse is equal to the sum of the squares of the side lengths

Pythagoras

300

The isolated point/s which do not follow the trend formed by the main body of the data

Outlier/s

400

The number equivalent to 16 raised to negative 1/2

1/4

400

The growth of population of people, animals, and bacteria

Exponential

400

The amount of space a solid occupies

Volume

400

The distance from the ship to the west of its starting point if the ship sailed for 180 km on the bearing of 238o

153 km

400

The strength of the correlation of two variables with r-value of -0.80

moderate negative correlation

500

The cost of a banana if 5 coconuts and 14 bananas cost $8.70, and 8 coconuts and 9 bananas cost $9.90.

30 cents

500

The process in which you convert quadratic functions into the form y = (x - h)2 + k

Completing the square

500

The radius of a sphere with a volume of 60 000 cm3

About 24.3 cm

500

The formula that we can use if the three side lengths of a triangle is given for a non-right-angled triangle

Cos A = b2 + c2 - a2 over 2bc

500

The developer of quantified the measure of strength of a linear association between two variables

Karl Pearson