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Points are located in reference to two perpendicular number lines, called axes The horizontal number line is called the x-axis; the vertical number line is called the y-axis The x-axis represents the independent variable The y-axis represents the dependent variable A point is represented by two coordinates ( x, y), which also is called an ordered pair The value of the independent variable, x, always is listed first in the ordered pair The ordered pair (0, 0) represents the origin, which is the point where the two axes intersect



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Answer (for Objective 51): A and E are correct Although somewhat subjective, A is correct because a method like connectToRDBMS() seems better placed in a utility class As it stands, it makes the Employee class have low cohesion E is probably correct because the findEmployeesByState() method should probably be placed in the Employee class As it stands, the location of this method doesn t absolutely predict weak encapsulation, but it seems a likely outcome B and F are incorrect based on the above C and D are incorrect because there is no way to determine the degree of validation based on the data provided

(4, 3)

Each point is named by an ordered pair 4 2 2 The origin, at (0, 0), is the point where the axes intersect 4 0 2 4





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Use the following steps to graph data 1 Draw two perpendicular axes 2 Identify the independent and the dependent variables Label each axis using the variable names 3 Determine the range of data for each variable Use the ranges to decide on a convenient scale for each axis Mark and number the scales 4 Plot each data point 5 When the points seem to lie approximately in a line, draw a best-fit line through the points When the points do not lie in a line, draw a smooth curve through as many data points as possible When there does not appear to be a trend or a pattern to the dots, do US Dollars and British Pounds not draw any line or curve 70 6 Write a title that clearly describes what the 60 graph represents

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Interpolation is a process used to estimate a value for a relation that lies between two known values Extrapolation is a process used to estimate a value for a relation that lies beyond the known values The equation of a line through the points (the known values) helps you interpolate and extrapolate Example: Using the data and the graph, estimate the value, in dollars, of 20 pounds Use interpolation Locate two points on either side of 20 pounds 15 pounds and 30 pounds Draw a line (or place a straight edge) through the graphed points Draw a line segment from 20 on the x-axis to that line Draw a line segment from that intersection point to the y-axis Read the scale on the y-axis 20 pounds is about 28 or 29 dollars Example: Use extrapolation to estimate the value of 50 pounds Draw a line segment from 50 on the x-axis to the line through the points Extend the line if necessary Read the corresponding value on the y-axis Extend the axis scale if necessary 50 pounds is a little more than 70 dollars

47 Given:

A line graph shows the linear relationship between two variables Two types of line graphs that describe motion are used frequently in physics Connecting Math to Physics The following line graph shows a changing relationship between the two graphed variables

A linear equation can be written as a relation (or a function), y mx b, where m and b are real numbers, m represents the slope of the line, and b represents the y-intercept, the point at which the line crosses the y-axis

The graph of a linear equation is a line The line represents all of the solutions of the linear equation To graph a linear equation, choose three values for the independent variable (Only two points are needed, but the third point serves as a check) Calculate the corresponding values for the dependent variable Plot each ordered pair (x, y) as a point Draw a best-fit line through the points Example: Graph y

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