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michellealvarez985
22.10.2020 •
Geography
100 points!
Match these items.
1 .
fieldwork
1
study people where they live
2 .
kind/species
shows relationships among people
3 .
intermarriage
a way to control bias
4 .
cultural relativism
3
marriage with another group
5 .
archaeology
noted rites of passage
6 .
kinship chart
8
science of man
7 .
Arnold van Gennep
ability to produce fertile offspring
8 .
anthropology
gives ethnologists much information
9 .
ethnocentrism
shows how field worker's mood is affected by observation
10 .
diary
9
seeing a group as inferior
Solved
Show answers
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Ответ:
fieldwork
shows how field worker's mood is affected by observation
kinds/species
gives ethnologists much information
intermarriage
marriage with another group
cultural relativism
a way to control bias
archaeology
science of man
kinship chart
shows relationships among people
Arnold Van Gennep
Rites of passage
ethnocentrism
seeing a group as inferior
anthropology
the abilitiy to produce fertile offspring
diary
study people where they live
Hope this helps
Sorry if some of these are wrong
Ответ:
the ladder needs to be 7.43" from the building.
the ladder should be placed 18.68" up the building.
Explanation:
A right angle triangle is formed.
The distance from the base of the building to the window represents the opposite side of the right angle triangle.
The distance from the foot of the ladder, h to the base of the building represents the adjacent side of the right angle triangle.
The length of the ladder represents the hypotenuse of the triangle.
The 20" ladder needs to have a 5:2 ratio of distance to building and distance to window in order to be safe. It means that
Opposite side/adjacent side = 5/2
Opposite side/h = 5/2
Opposite side = 5h/2 = 2.5h
We would apply Pythagoras theorem which is expressed as
Hypotenuse² = opposite side + adjacent side
Therefore,
20² = 2.5h² + h ²
400 = 6.25h² + h² = 7.25h²
h² = 400/7.25
h² = 55.17
h = √55.17
h = 7.43"
The distance from the top of the ladder to the base of the building is
2.5h = 7.43 × 2.5 = 18.58"