Formulas
Concavity/rate of change
Logarithms
Radians and degrees
Zeroes/factors
100
Formula for AROC of a function, F(x)
(F(b)-f(a))/b-a
100
function increases at an increasing rate.
concave up
100
Mental Math only to evaluate:
log8 4096
4
100
What is the reference angle of an angle that's 450 degrees?
90 degrees
100
find the zeroes of this function
X^2+3x+2
X=-1,-2
200
true of false: hypotenuse is a numerator in the equation for finding Sin
FALSE
200
function increasing at a decreasing rate
Concave down
200
Mental Math only to evaluate:
log 100000
5
200
What is 180 degrees in radians?
π
200
Factor this function
X^3-4x^2+4x
x(x-2)^2
300
True of false: the numbers in binomials are opposite to the numbers that X equals to when Y=0
True
300
If output values are increasing when input values decrease, the average rate of change is
negative
300
Mental Math only to evaluate:
log4 (1/16)
-2
300
convert 270 degrees into radians
3pi/2
300
Find the zeros for f (x) = x4 + x2 - 12
X= {2i, −2i, sqrt(3), sqrt(− 3)}
400
what type of equation are these
Pythagorean Identity
400
when output values and input values increase or decrease proportionately, the rate of change is
positive
400
Mental Math only to evaluate:
ln(15)- ln(5)
ln(3)
400
convert 6pi/2 into degrees
540 degrees
400
solve for F(x) = 4
X=-1,3
500
this equation is a part of what faction of equations
geometric series
500
how many inflection points in this graph
2
500
Mental Math only to evaluate:
log7 343 * log7 49 + log7 2401
10
500
find the numerical value of 270 degrees converted into radians
4.71239
500
Given the function h(p)=p2+2ph(p)=p2+2p, evaluate h(4)h(4).
h(4)=24h(4)=24.