39. (Pg. 64) How do we estimate the power gained by a system of pulleys?
40. (Pg. 65) What is represented by fig. 5. plate 5?
41. (Pg. 65) How does the wheel operate in increasing power?
42. (Pg. 65) How is this compared with the lever?
43. (Pg. 65) How does a handle fixed to an axle, represent a wheel, fig. 6?
44. (Pg. 65) How could we increase the power in this instrument?
45. (Pg. 66) What other forces besides the power of men, do we employ to move machines?
46. (Pg. 66) What will serve as an example of an inclined plane?
47. (Pg. 66) In what proportion does it gain power? (fig. 7.)
48. (Pg. 66) To what is the wedge compared? (fig. 8.)
49. (Pg. 66) How does its power increase?
50. (Pg. 67) Why is it rather a compound than a simple power?
51. (Pg. 67) What common instruments act upon the principle of the inclined plane, or the wedge?
52. (Pg. 67) Why does a knife cut best when drawn across?
53. (Pg. 67) The screw has two essential parts; what are they?
54. (Pg. 67) What other instrument is used to turn the screw?
55. (Pg. 67) How can you compare the screw with an inclined plane? Fig. 10.
56. (Pg. 68) By what two means may the power of the screw be increased?
57. (Pg. 68) How do we estimate the power gained by the screw?
58. (Pg. 68) Is the lever always attached to the nut, as in the figure?
59. (Pg. 68) What is said respecting the composition of all machines, and for what must allowance always be made in estimating their power?
60. (Pg. 69) What is meant by friction, and what causes it?
61. (Pg. 69) How may friction be diminished?
62. (Pg. 69) Friction is of two kinds, what are they?
63. (Pg. 69) For what purpose are wheels often used?
64. (Pg. 69) When is the friction of a carriage wheel changed from the rolling to the rubbing friction?
65. (Pg. 70) What is a medium, and in what proportion does it diminish motion?
66. (Pg. 70) Under what circumstances must a body be placed, in order to move without impediment?
Conversations on Natural Philosophy, in Which the Elements of That Science Are Familiarly Explained · The Wunder Library — complete classics, free to read, with narration.