Chapter 12: Solids Flashcards

1
Q

Muller’s micrograph, shown in the chapter-opener photo reveals

A

the positions of atoms.

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2
Q

The crystals that make up minerals are composed of

A

atoms with a definite geometrical arrangement.

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3
Q

The crystals that make up minerals are composed of

A

atoms with a definite geometrical arrangement.

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4
Q

Atoms in a crystal are held together by

A

electrical bonding forces.

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5
Q

Which of these has the greatest density: 10 kg of concrete, 2 kg of concrete, 3 kg of iron or 1 g of lead?

A

1 g of lead

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6
Q

When a given mass of water freezes, it undergoes a

A

decrease in density.

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7
Q

An elastic material is one in which

A

original shape is restored when a deforming force is removed.

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8
Q

According to Hooke’s law, if you hang by a tree branch and note how much it bends, then hanging with twice the weight normally produces

A

twice the bend.

F ~ ∆x; so twice the F means twice the ∆x.

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9
Q

A pair of vertical springs, side-by-side, equally support a 20-N load. If the load is doubled and the elastic limit of the springs is not reached, then the tension in each spring will be

A

20 N. Tension in each spring supporting the 20 N load will be 10 N. Doubling the load doubles each tension to 20 N.

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10
Q

When you sit in the middle of a horizontal bench supported at its ends, the top side of the bench is

A

compressed and the bottom is stretched.

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11
Q

The shape that has the greatest strength in construction is the

A

triangle.

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12
Q

Opposite flanges in a properly positioned horizontal I-beam supported at each end undergo

A

compression in the top and tension in the bottom flange.

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13
Q

Most of the stone arches built by people in ancient times took the shape of a

A

semicircle

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14
Q

The catenary idea was central in the design of the

A

Gateway Arch in St. Louis.

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15
Q

Which of these has more combined surface area: 1 kg of grapes, 1 kg of raisins, 1 kg of potatoes, 1 kg of squash?

A

1 kg of raisins

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16
Q

Suppose you scale up a model machine by a factor of 3. Then its volume is

A

27 times as much and its surface area is 9 times as much.

Remember the rule: When something is scaled upward, area increases as the square of the increase (3^2 in this case) and volume as the cube of the increase (3^3).

17
Q

When you scale up an object to four times its linear size, the surface area increases by

A

16 and the volume by 64. When something is scaled upward by 4, area increases as the square of the increase, 4^2 = 16, and volume by the cube, 4^3 = 64.

18
Q

Four small spheres of mercury coalesce to form a single sphere. Compared with the combined surface area of the smaller spheres, the surface of the big sphere is

A

less.

19
Q

If Alice in Wonderland shrinks to one-tenth her size, the ratio of her surface area/volume will

A

increase. Although both her surface area and volume decrease, there is great decreases in the volume, hence the ratio surface area/volume increases.

20
Q

The effects of scaling are beneficial to small creatures: a) that get wet; b) that fall from great heights; c) who are hungry; d) all of the above.

A

b) that fall from great heights.

21
Q

The linking together of atoms to form larger structures, including solids.

A

Atomic bonding

22
Q

The mass of a substance per unit volume.

A

Density
density = mass / volume

Weight density is weight per unit volume:
Weight density = weight / volume

23
Q

The amount of stretch or compression of an elastic material is directly proportional to the applied force.

A

Hooke’s law

24
Q

The study of how size affects the relationships among weight, strength, and surface.

A

Scaling