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22 Use Figure 3-11 to determine the velocity of an airplane that is speeding up at each of the following times a 10 s b 20 s c 25 s 23 Use dimensional analysis to convert an airplane s speed of 75 m/s to km/h 24 A position-time graph for a pony running in a field is shown in Figure 3-12 Draw the corresponding velocity-time graph using the same time scale 25 A car is driven at a constant velocity of 25 m/s for 100 min The car runs out of gas and the driver walks in the same direction at 15 m/s for 200 min to the nearest gas station The driver takes 20 min to fill a gasoline can, then walks back to the car at 12 m/s and eventually drives home at 25 m/s in the direction opposite that of the original trip a Draw a v-t graph using seconds as your time unit Calculate the distance the driver walked to the gas station to find the time it took him to walk back to the car b Draw a position-time graph for the situation using the areas under the velocity-time graph

82 80 78 76 74 72 70 00 10

Figure 3-1 1

The -f option specifies the text file to read SQL statements from By default, psql assumes the text file is located in the same directory you started psql from You can also supply a full pathname for the file If the pathname includes spaces, you must use double quotes around the pathname The psql command connected to the database test using the user account fred, then executed the SQL commands in the file testsql

Time (s) Displacement (m)

Figure 3-12

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The first step uses the CGRectInset function to shrink our bounds rect a bit, giving us a little wiggle room so that we can draw a rounded rect with thick lines without having them clipped by our edges. Then we create a path representing a rounded rect, specifying the basic geometry of the rect as well as two numbers defining the size of the elliptical curves used for the rounded corners. After that, we issue simple commands to set colors, a line width, and do some drawing.

Time (s)

The area under the v-t graph is equal to the object s displacement Consider the v-t graph in Figure 3-13 for an object moving with constant acceleration that started with an initial velocity of vi What is the object s displacement The area under the graph can be calculated by dividing it into a rectangle and a triangle The area of the rectangle can be found by drectangle vi t, and the area of the triangle can be found by

1 dtriangle v t Because average acceleration, a , is equal to v/ t, 2 v can be rewritten as a t Substituting v a t into the equation for the triangle s area yields dtriangle 1 (a t) t, or 1 a( t)2 Solving for the total 2 2 area under the graph results in the following:

Velocity (m/s)

Figure 3-13 The displacement of an object moving with constant acceleration can be found by computing the area under the v-t graph

Note that specifying which color to use for a drawing operation is a separate step from the drawing operation itself, as is setting the line width. Also, although setting the line width is done through a method on the path itself, setting the color looks like a sort of free-floating operation. You just send any color the set message, and suddenly it s the current color! What s happening is that NSColor s set method interacts with the underlying graphics context, setting the color that will be used for subsequent drawing operations. One consequence of this is that NSColor s set method will only do something useful while there is a current graphics context, such as within a drawRect: method. Another consequence is that the current color is a property (in a general sense, if not an Objective-C language sense) of the graphics context, so whatever color was set before our method is saved at the beginning of our method when [NSGraphicsContext saveGraphicsState] is called, and restored at the end when [NSGraphicsContext restoreGraphicsState] is called, putting everything back in order again. At this point, if you Build & Run the application, you ll see that it draws a white rect with a black outline (Figure 13 4).

vi( t)

1 a( t)2 2

When the initial or final position of the object is known, the equation can be written as follows: df di vi( t)

1 a( t)2 2

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