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WGU C957 Applied Algebra – Questions & Appropriate Solutions

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WGU C957 Applied Algebra – Questions & Appropriate Solutions

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WGU C957 Applied Algebra – Questions & Appropriate
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Practice questions for this set


Learn 1/6 Study using Learn




used to find the best-fit line for the scatterplot



Choose an answer



1 Constant e 2 coefficient of determination



3 k 4 least-squares regression algorithm



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Terms in this set (121)



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 a function with 1 curve and 1 asymptote




logistic function function with 2 curves and 2 asymptotes


Concave up parameters the function is increasing at an faster and faster rate OR
the function is decreasing at a slower and slower rate


concave down parameters the function is increasing at a slower and slower rate OR
the function is decreasing at a faster and faster rate


quantitative variable a characteristic that can be measured numerically


qualitative variable do not have a numerical value, but describe something;
colors, car model, political party, computer brands


independent variable explains, influences, or affects the other variable; located on
the x-axis of a graph


dependent variable responds to the IV; located on the y-axis


input independent variable


output dependent variable


function notation f(input) = output or f(x) = y


inverse function a function that "undoes" what the original function does

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