Sakiko was was a __________, so she was interested in microsociology.

46. Mead stressed that we cannot think without __________, and that __________ gives us oursymbols (language).47. The term “generalized other” refers to __________.48. __________ studied the natural process that children go through to develop their ability toreason.49. The most basic of Piaget’s developmental stages is the __________ stage.50. Psychoanalysis was developed by __________.51. In Freud’s terms, the __________ causes us to get our basic needs met.52. The __________, as viewed by Freud, is the balancing mechanism in our personality.53. In Freud’s terms, internalized culture is represented by the __________.54. According to Lawrence Kohlberg, when children have learned “right” from “wrong” andcooperate to avoid punishment, they are in the __________ stage.

55. In Kohlberg’s theory, children in the __________ stage are basically concerned just withthemselves and do not seem to know the difference between right and wrong.56. Paul Ekman would say __________ is one of the universal emotions.57. Learning what is expected of us based on whether we are male or female is known as__________.58. Little Jo got dolls and jewelry for presents. Her brother, Joe, got action figures and toy guns.Such a division in toys and play give children __________ lessons.59. Sasha is a sworn virgin in Albania. Therefore, Sasha is treated by people in Albania as__________.60. Individuals more or less the same age who share common interests make up a __________.61. Sociologists use __________ to analyze the broad features of society.62. Sociologists use __________ to analyze social interactions.63. Sakiko was a __________, so she was interested in microsociology.64. Richard had lived on the street for almost a year. His days were busy with doing thingsnecessary to survive at a basic level—finding shelter, keeping safe, panhandling for money,getting food and drink, washing, and finding dry clothes. Richard knew that he did not havemany chances. A __________ would focus on where Richard is located in the social class systemof the United States and what opportunities are available to him because of that.65. __________ consists of the usual patterns between students and teachers, for example, orbetween men and women; these patterns were laid out before any of these people were born.66. What is the sociological significance of social structure?67. Are street people influenced by social structure?68. People’s __________ the social structure will teach them behaviors and attitudes areappropriate for them.

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Sakiko was was a __________, so she was interested in microsociology.

Dall’s Porpoise are among the fastest swimmers of all cetaceans, which includes dolphins and whales. This porpoise swims at such high speeds – up to 56 km/h (35 mph) – that observers often see only the cone-shaped water spray kicked up by its head, rather than the porpoise itself. The Dall’s porpoise often playfully rides the waves rolling off the bows and sterns of boats. As it plays, it sometimes zigzags over the waves so vigorously that it unwittingly escapes the aim of harpooners poised on deck.

Due to its athletic habits, this porpoise must eat a great deal of food – up to 15 kg (33 lb) a day. It feeds on small fish and various cephalopods, including squid, primarily at night. ...


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Sakiko was was a __________, so she was interested in microsociology.


Vitamin K is a fat-soluble vitamin necessary mainly for the formation of blood clots. Without this vitamin, bleeding would not stop. 

Vitamin K is given as an injection to newborns to prevent vitamin K deficiency bleeding, since the level of blood clotting factors of newborn babies are roughly 30–60% that of adult values. The reason for this discrepancy is due to poor transfer of the vitamin across the placenta, and thus low fetal plasma vitamin K.

Occurrence of vitamin K deficiency bleeding in the first week of the infant's life is estimated at 0.25–1.7%, with a prevalence of 2–10 cases per 100,000 births. Since the vitamin is found in human milk and supplemented in infant formula, the concentration of vitamin K naturally rises within th ...


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Rodents are mammals characterized by a pair of broad, sharp-edged, chisel-like incisor teeth that are firmly inserted in both jaws and are used in gnawing vegetation. The front surface of each incisor tooth is composed of enamel, and the hind surface is of soft dentine wears away during the process of gnawing so that the teeth are constantly kept sharp. Shown above is a beaver sporting bright orange teeth; the reason they are orange is because of an unusually high concentration of iron in the enamel.

Unlike human teeth, the incisors of rodents don't have roots, and they never stop growing! To keep these teeth from growing into their brains, rodents grind their teeth against each other. This friction is similar to using a grindstone to sharp ...


animals teeth unusual rodents
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thanks it was very informative

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A wholphin is a rare fertile hybrid born from mating a bottlenose dolphin (Tursiops truncatus) (mother), and a false killer whale (Pseudorca crassidens). Although they have been reported to exist in the wild, the first captive wholphin was born in 1945, where a bottlenose dolphin and a male false killer whale shared a pool. The wholphin's size, color and shape are intermediate between the parent species. For example, an adult wholphin has 66 teeth - intermediate between a bottlenose (88 teeth) and false killer whale (44 teeth). They are smaller than a false killer whale but are larger than a normal bottlenose.

Normally, when two different, yet similar species mate, such as a female horse and a male donkey forming a mule, the progeny is expec ...


Ocean Meiosis Fertility Dolphin False Killer Whale
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The Loretto staircase – built within the Loretto Chapel in New Mexico, USA – is by far the most remarkable staircase ever built. It features a double-helical spiral structure that spans 20 feet in altitude, and remains intact without the use of a central pole. The staircase is built mostly out of wood and is held together by wooden pegs and glue rather than nails or other hardware.

The staircase is venerated by Catholics as being miraculous, not due to its marvel, but based on the events that have been passed down by the Sisters of chapel ever since it was built in the late 1800s. Before the construction of the Chapel could be completed, the architect responsible for the building's design had suddenly died, leaving the nuns without access to ...


Construction staircase physics
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The Four Color Theorem is a famous mathematical theorem that states that no more than four colors are required to color the regions of any map so that no two adjacent regions have the same color. Adjacent means that two regions share a common boundary curve segment, not merely a corner where three or more regions meet. Unlike other proofs before its discovery, computers were used to resolve this long-standing mathematical conjecture that was first proposed in 1850 by Francis Guthrie. After more than a century later, mathematicians, Kenneth Appel and Wolfgang Haken, finally derived its proof in 1976, and determined that it is practicality impossible for humans to verify it without the use of a computer. According to the four color theorem, a ...


mathematics history proofs logic maps
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A defining features of learning mathematics is being able to read, write, and discover proofs. A proof is a method of communicating a mathematical truth to another person who speaks the "language" of mathematics. It's a way of showing whether a statement made is absolutely true or false.

I recently came across a fallacious proof attempting to show that the integer one equals two – shown are the steps to accomplish this. Common sense dictates that this is impossible, but the proof is somewhat convincing to the untrained eye. However, most people with basic algebraic knowledge should be able to pick out the mistake, so take a minute or two to see if you can identify the incorrect step. If you're stuck, don't give up so quickly! It's easier ...


Fallacies Division by zero
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It is very easy to prove 1 = 2, but we all know it is wrong. But, most of us don’t know how to prove it wrong. if you use different assumptions then 1 is not equal to 2.

Try solving this one

Sakiko was was a __________, so she was interested in microsociology.

Sakiko was was a __________, so she was interested in microsociology.
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Oh, of course, this is not true if you know mathematics. Not everyone is given this, far from everyone. I'm a math teacher and I know what I'm talking about. My son doesn't like math by the way and found math problems writing service, he uses https:/ ...

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