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Let x be the distance of the bottom of the ladder from the base of the wall, and let y be the distance of the top of the ladder from the base of the wall. Since the bottom of the ladder is moving away from the base of the wall at 2 feet per second, dx/dt = 2. We wish to compute dy/dt when x = 5 feet. Now, by the Pythagorean theorem, (13)2 = x 2 + y2 Differentiation of this, as in example (c), gives 0=x But when x = 5, (1) gives y= so that (2) becomes dy dt 2(5) 5 dy = = dt 12 6 0 = 2(5) + 12 Hence, the top of the ladder is moving down the wall (dy/dt < 0) at 5 feet per second when the bottom of the ladder is 6 5 feet from the wall. (13)2 (5)2 = 169 25 = 144 = 12 dx dy dy +y = 2x + y dt dt dt (2) (1)

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EAN - 128 (also known as: EAN - 128 , UCC- 128 , USS- 128 , UCC. EAN - 128 , and GTIN- 128 ) is developed to provide a worldwide format and standard for exchanging common data between companies. It is a variable-length linear barcode with high density.

Therefore, from Eq. (14.27), 1 6144 120832 0.949

C.7.2 SCREEN AND GRAPHICS COMMANDS ClearScr {ExprN} Clears the screen with color given by ExprN. If ExprN is not given the default color is used (see list of colors in Sec. B.7.6). The speci ed color does not set the default color.

The voice-channel capacity of a frame, which is also the voice-channel capacity of the transponder being accessed by the frame, can be found from a knowledge of the frame efficiency and the bit rates. Let Rb be the bit rate of a voice channel, and let there be a total of n voice channels shared between all the earth stations accessing the transponder. The total incoming traffic bit rate to a frame is nRb. The traffic bit rate of the frame is FRTDMA, and therefore nRb or n

(14.28)

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20.3 A cone-shaped paper cup (see Fig. 20-4) is being lled with water at the rate of 3 cubic centimeters per second. The height of the cup is 10 centimeters and the radius of the base is 5 centimeters. How fast is the water level rising when the level is 4 centimeters

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ScrLimits Var1,Var2 Sets Var1 to the maximum x coordinate of the screen, and Var2 to the maximum y coordinate of the screen. This command allows you to nd out the extent of the screen x, y coordinates. Zero is always the lower limit. SaveScr {ExprN1{,ExprN2{,ExprN3{,ExprN4}}}} Saves a copy of a portion of the screen to memory. If you do not specify any parameters the entire screen will be saved. The expressions specify the coordinates of the top-left corner and coordinates of the bottom-right corner of the portion to be saved. ExprN1 and ExprN2 default to 0. ExprN3 defaults to 800 and ExprN4 defaults to 600. This command is useful in animations and in drawing temporary objects on top of existing ones and then erasing them without having to redraw the original screen. See RestoreScr below for an example. RestoreScr {ExprN1{,ExprN2}} Restores an already saved copy of a portion of the screen from memory. If you do not specify any parameter then the saved portion will be restored to the top-left corner of the screen. ExprN1 and ExprN2 default to 0. If you specify parameters then the previously saved rectangle will be restored over the area starting at ExprN1, ExprN2 coordinate. The width and height are determined by the saved data speci ed in the SaveScr command. If a SaveScr command has not been previously issued then this command will have no effect (the buffer is not cleared between program runs). This command and the SaveScr command are used to save and restore rectangular portions of the screen. Example:

Example 14.2, given that the voice-channel bit rate is 64 kb/s and that QPSK modulation is used. The frame period is 2 ms.

// -create a screen some how then do the stuff below SaveScr 100,100,200,200 //save the portion to be drawn over rectangle 100,100,150,150,red,red //draw over an area RestoreScr 100,100 //restore the original stuff in the area RestoreScr 10,10 //make it appear as if a portion of the //screen moved over SaveScr //save the entire screen ClearScr //clear it RestoreScr //restores the entire screen RestoreScr 10,10 //makes it appear asf if the entire screen //moved over and down

The number of symbols per frame is 120,832, and the frame period is 2 ms. Therefore, the symbol rate is 120,832/2 ms 60.416 megasymbols/s. QPSK modulation utilizes 2 bits per symbol, and therefore, the transmission rate is RTDMA 60.416 2 120.832 Mb/s. Using Eq. (14.28) and the efficiency as calculated in Example 14.4, n 0.949 120.832 103 64 1792

Fig. 20-4

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I suggest you use Google as there is a lot of information on the topic: http://en. lmgtfy.com/?q=ucc+ean- 128 +barcode+generator[^]. —SA.
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