The Three-Fifths Compromise was a compromise reached among state delegates during the 1787 United States Constitutional Convention. Whether, and if so, how, slaves would be counted when determining a state's total population for legislative representation and taxing purposes was important, as this population number would then be used to determine the number of seats that the state would have in the United States House of Representatives for the next ten years. The compromise solution was to count three out of every five slaves as a person for this purpose. Its effect was to give the southern states a third more seats in Congress and a third more electoral votes than if slaves had been ignored, but fewer than if slaves and free people had been counted equally, thus allowing the slaveholder interests to largely dominate the government of the United States until 1861. The compromise was proposed by delegates James Wilson and Roger Sherman.
The answer is "arms race".
An arms race, in its unique use, refers to a competition between at least two states to have the best military. The developing threat of the nuclear-arms race has neglected to rouse much verbal confrontation. Atomic arrangement is never again broadly examined in the media; the general population has been enlightened small regarding a subject of existential significance; and inquiries once energetically contended have been to a great extent overlooked.
Try to be around someone that knows that language or use on app but apply it everyday (like speak it everyday to your family even tho they don't understand)
Hope that help have an amazing day:)
I believe the answer is: astrological signs and knowledge of astrology
Variables refers to the factors that might influence the conclusion of a certain study. In the study above, popular attitudes and perceptions is what we considered as the dependent variables (which is influenced by other variables). While astrological signs and knowledge of astrology is what considered as independent variables (which is used to measure the dependent variable)
