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Imagine an object composed of: a A cube measuring 2 on each side b A four-sided rectangular pyramid with a height of 1 The pyramid sits on top of the cube and the four edges of its base align with the four edges of the cube s top surface c A hole, 11/2 in diameter, centered in the front cube face and having a depth of 1/2 d Another hole, coaxial with the rst but 1 in diameter, extending through the object Three ways of drawing this object are shown below They are called obliques Simply put, they are created by drawing one face at its full size and shape with the receding lines at an angle of 45 The cabinet oblique has half-size receding lines; the cavalier oblique has full-size receding lines The receding lines in general obliques vary; those on the one shown here are 0707-size lines Draw the three obliques

1 1 1 5 t 3 t 2 5 1 5 1 5 1 2t t 2t t 2t t 3 t 5 3 t 3 2 3 5 5 t t 2t 2 t 3 3 2t 2t 10 5 t2 t 3 3 10 5 t2 t 4t 3 3 10 5 2 3 4t 3 t t 3 3 12t 10 3t2 5t 0 3t2 17t 10 0 t 5 3t 2 t 5 0 t 5 3t 2 0 3t 2 2 t 3 2 (t 3 cannot be a solution because t 5 would be negative) 3 Pipe II can ll the reservoir in 5 hours and Pipe I can ll it in 5 5 3 5 15 5 10 5 3 1 hours or 3 hours 20 minutes 3 3 1 3 3 3 3 3 5 Let t represent the number of hours Gary needs to unload the truck by himself John needs 36 minutes more than Gary needs to unload the truck by himself, so John needs 36 more hours or 3 more hours 60 5 The number of hours John needs to unload the truck by himself is t 3 5 Together they can unload the truck in 1 hour 20 minutes, which is 1 4 1 1 4 hours This means that the Together rate is 4 1 1 3 3 3 3 3 3 : 4 4

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APEX_030200@AOS> select item_name,item_value from wwv_flow_data where flow_instance = 3574272250559947 and flow_id = 107 and item_name in ('P11_EMAIL','P11_SALARY'); ITEM_NAME -----------------------------P11_EMAIL P11_SALARY ITEM_VALUE -------------------------------JWHALEN 948F90BDC554FBB74305B2AFA6E44102

The McGraw Hill Companies, 2010

Use 3D faces and a sphere to create the object shown below Then use solid primitives with the UNION, SUBTRACT, and/or PRESSPULL commands to create a completely solid version The large cube is 2 units on each side and the small cube is 1 unit on each side The sphere has a diameter of 5 The total height of the object, including the sphere, is 4 units

FIGURE 12-9

t 4 3

The McGraw Hill Companies, 2010

12:

Create the chess pawn piece as a solid model Use a polyline and the REVOLVE command Estimate all dimensions Then assign a material to the pawn and render it Save both the model and the rendered image

1 1 3 3 The equation to solve is : The LCD is 4t t 5 t 3 t 4 5 1 1 3 3 t 5 t 4 3 1 3 1 3 3 4t t 4t t 4t t 5 t 3 5 t 5 4 5 3 3 3t t 4t 4 t 5 5 12 9 3t2 t 4t 4t 5 5 12 9 8t 3t2 t 5 5 12 9 2 5 8t 5 3t t 5 5 40t 12 15t2 9t 0 15t2 31t 12 0 5t 12 3t 1 5t 12 0 3t 1 0 (This does not lead to a solution) 5t 12 12 t 22 5 5 2 Gary needs 2 5 hours or 2 hours 24 minutes to unload the truck John needs 2 hours 24 minutes 36 minutes 3 hours to unload the truck

FIGURE 12-10

The McGraw Hill Companies, 2010

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