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tameeka314 tameeka314
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6 years ago
The safest kind of utility knife is one with a _____.
 
  a. retractable blade
  b. replaceable blade
  c. folding blade
  d. self-retracting blade



[Ques. 2] The best designed saw for cutting miter joints is a _____.
 
  a. handsaw
  b. backsaw
  c. coping saw
  d. hacksaw



[Ques. 3]


[Ques. 4] 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 alt= />
  The saw shown in the figure above is called a _____.
 
  a. keyhole saw
  b. drywall saw
  c. coping saw
  d. hacksaw"



[Ques. 5] Which of the following saws would likely have the fewest teeth per inch, resulting in the largest teeth?
 
  a. A hacksaw
  b. A coping saw
  c. A ripsaw
  d. A crosscut saw
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Answer verified by a subject expert
Loay963Loay963
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6 years ago
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tameeka314 Author
wrote...
6 years ago
Easily the best answer Grinning Face with Smiling Eyes
wrote...
6 years ago
If so, mark it solved Smiling Face with Glasses
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