Answer:
Taught them to tame their horses, which were an important part in their culture.
Taught them to use numbers and how to count.
She taught them victory without the bloodshed.
Answer:
Well since you haven't shared the passage it makes this hard. But you can rule out B and D because buildings and huge cities have nothing to do with agriculture. But they did practice intercropping so I would go with C.
Explanation:
The Robinson Projection showed the globe as a flat surface instead of a globe going around, therefore when viewed it is a but distorted because of the way it is laid out
Answer:
From a statistical point of view, participants do not have enough information. To extrapolate statistical data, at least 30 subjects should be observed to make an inference, considering the traditional quantitative analysis and using the central limit theorem.
Explanation:
The central limit theorem, indicates that, in very general conditions, if Sn is the sum of n random independent variables and of not null but finite variance, then the function of distribution of Sn approximates to a normal distribution or Gauss distribution, therefore, the number of variables is quite enough in size to establish that the sample shares “normally” a characteristic such as “being obese” in the example referred regarding the tribe on the pacific island.
Answer:
The medieval church added to its wealth by collecting a tithe, or tax . ... Church officials were often the only people who could read. As a result, they kept records for monarchs and became trusted advisors. At times, the church's power brought it into conflict with European monarchs.
