C 957 / C957 Final Exam (Latest Update
) Applied Algebra | Questions
& Answers | Grade A | 100% Correct
(Verified Answers) - WGU
Constant e
2.71828
slope-intercept formula
y = mx + b
L+m
the upper limit of a logistic function equation
m
the lower limit of a logistic equation
k
rate of increase for a logistic equation
C
start of increase for a logistic equation
linear
function that is a straight line
polynomial
function with curves and no asymptote
0.7-1.0
r^2-value showing a strong correlation
, 0.3-0.7
r^2-value showing a moderate correlation
0.0-0.3
r^2-value showing a weak correlation
outlier
a data point which is distinctly separate from all others within a data set for reasons
beyond the data
coefficient of determination
rating how well the function fits the real world data
r^2
coefficient of determination
regression equation
best fit equation for a set of real world data
Concave up
y = x^2
Concave down
y = -x^2
inflection point
a point where the concavity changes
asymptote
a line that continually approaches a given curve but does not meet it at any finite
distance. A natural limitation
exponential function
) Applied Algebra | Questions
& Answers | Grade A | 100% Correct
(Verified Answers) - WGU
Constant e
2.71828
slope-intercept formula
y = mx + b
L+m
the upper limit of a logistic function equation
m
the lower limit of a logistic equation
k
rate of increase for a logistic equation
C
start of increase for a logistic equation
linear
function that is a straight line
polynomial
function with curves and no asymptote
0.7-1.0
r^2-value showing a strong correlation
, 0.3-0.7
r^2-value showing a moderate correlation
0.0-0.3
r^2-value showing a weak correlation
outlier
a data point which is distinctly separate from all others within a data set for reasons
beyond the data
coefficient of determination
rating how well the function fits the real world data
r^2
coefficient of determination
regression equation
best fit equation for a set of real world data
Concave up
y = x^2
Concave down
y = -x^2
inflection point
a point where the concavity changes
asymptote
a line that continually approaches a given curve but does not meet it at any finite
distance. A natural limitation
exponential function
