Pythagoras
An exponential value that will always make the answer equal one..
What is Zero?
The trig ratio in which hypotenuse is over opposite
What is Cosecant?
Triangles that are composed of 45-45-90 and 30-60-90 angles.
What are special right triangles?
Translates to 'union' when used in piecewise functions.
What is 'U'?
AKA 'Human Diploid Rabies Vaccine'
What is Horizontal, Dilation, Reflection, and Vertical?
The only thing that would cause a graph to be neccessary for a function transformation.
What is a dilation?
What is 5?
The amount of values needed to be graphed for each piecewise function piece.
What is 4? (Unless you have an equals sign)
If not obvious on the graph of piecewise functions, you would identify this by setting the equation to zero.
What is an x-intercept?
The only identifier of a piecewise function that requires the y values.
What is Range?
Could be considered amongst nature, if you will
What is a natural log?
The exponential form of a log
What is by=x
The Logarithmic form of a log
What is logbx=y?
These identify a point as not included in a graph.
What are parenthesis?
This happens when a log has the same b and x- values
What is equal to one?
This test would lead us to know our piecewise function is graphed incorrectly.
What is the vertical line test?
What is secant?
These signs cause a closed circle to be plotted.
The property that causes multiplied numbers' exponents with the same base are added.
What is Product?
Solve for x: log8(x-6)+log8(x+6)=2
x=10
What transformation could you apply to a function to make the graph 'skinnier'?
When the number multiplied is bigger than 1.
(Vertical stretch- whole equation, horizontal shrink- x value)
Simplify: (-2a3b2c0/3a2b3c7)-2
9b2c14/4a2
Prove how/why special right triangle side lengths work.
30-60-90 is half of a equilateral triangle, and those values translate over.
If x= 89, what are the other two sides of the 30-60-90 triangle?
89 rad 3, and 178