A safety item used to protect your eyes from objects.
What is protective goggles.
Define the term design.
What is the process of inventing and planning solutions to problems.
List 3 tools that are used in Technical Drawing.
pencil, eraser, T-square, set squares (45⁰ and 30⁰/60⁰), compass and protractor.
List 4 different types of materials.
1. Wood
2. Concrete
3. Metal
4. Stone
5. Plastic
6. Glass
7. Wool
8. Silk
9. Paper
10. Clay
11. Etc.
What is aerodynamics?
Aerodynamics is the study of how an object in motion interacts with the air around it.
Why is safety important?
What is to keep you and others safe from injury or harm.
List three design elements.
What is; line, shape, form, space, color and texture.
Draw 45,90,135,180 degree angles within a circle.
Drawn.
List an advantage and disadvantage of using wood.
Advantages
1. Mostly inexpensive
2. Light in weight
3. Accessible
4. Easily shaped/cut comp. to metal and concrete.
5. Multipurpose/ variety of things are made from wood
6. Variety of textures
7. Variety of colours
8. Excellent for soundproofing rooms
Disadvantages
1. Burns easily
2. Attacked by a variety of pests and mold
3. Prone to rot
4. Warps
5. Weak in comparison to metal or stone
6. Limited in span/length
7. Easily broken
8. Hardwoods are expensive
List the forces acting on a plane.
Forces acting on plane
1. Lift
2. Weight
3. Thrust
4. Drag
Three dangerous jobs including three safe jobs.
What is....
Design a simple box with dimensions to perfectly fit your phone.
Drawn on paper with correct dimensions for phone.
Define Technical Drawing.
Technical drawing is the use of various geometric instruments to produce scaled drawings of an object.
List 3 tools used in wood work.
Tools
1. Saw
2. Hammer & Nails
3. Chisel
4. Wood Glue
5. Sandpaper
Build a plane that can fly from one wall to another wall in the class.
Built.
Explain safety equipment used in at least three different professions.
What is....
List why at least two stages of the design process is important.
1. Identify the problem.
Determine what is the problem or challenge which is preventing progress or function.
2. Consider your available materials.
Check the tools and amount of materials you own or have access to. This may involve looking, listing, counting or measuring. Remember Time and Money are also resources.
3. Plan the work.
No work should proceed without a plan. This may include a sketch of what you intend to build.
4. Make/Create the solution.
Construct the solution by following the directions and measurements of the plan,
5. Test the solution.
Test the solution to see if it solves the problem. Close observation is needed here.
Why is measurement important? Give an example of when measurement is important.
Measurement is important so things can be made or repeated with precision and accuracy to produce consistent results. Example; Cooking recipe.
You attempt to hammer a nail into a piece of wood but the nail bends instead of going into the wood. What are possibilities causing this?
The nail can be too soft, the wood may be too hard for the nail used.
Explain what will happen to a paper plane if certain things are bent on the plane. Explain why.
Show on a plane what happens when different things are adjusted.
List Seven standard workshop rules.
What is ;
1. Tuck in loose clothing and tie up long hair.
2. Wear the correct safety attire/gear..
3. Use all tools in the correct manner.
4. No playing, running or idling in the workshop.
5. Clear work space of people and items before beginning work.
6. Report ALL accidents and injuries immediately.
7. Put away all tools when work is completed.
List the stages of the design process.
What is ;
Stage 1 – identify the needs or problems.
Stage 2 – consider resources and suggest alternative solutions
Stage 3 – plan the work
Stage 4 – make the product or provide the solution.
Stage 5 – evaluate against original need or problem.
Show the process of bisecting a line and an angle.
Drawn.
Label 4 parts of a hammer.
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
Build a plane that glides for at least 6 seconds.
Built.