Answer:
pulsing, continuous, and flighting
Explanation:
Pulsing incorporates flight as well as constant scheduling throughout the year utilizing a lower level of ads with strong advertisement during peak sales times. Categories of goods sold during the year but experiencing a increase in revenues at irregular intervals are strong contenders for pulsation.
Continuous media cycle is working smoothly with little change. Advertising can sometimes be strong or weak throughout the whole period (maybe a advertisement appears on Television once every week, or even on radio 3 occasions a day), but the idea was that the cycle stays consistent throughout a referendum campaign or even all year round.
Flighting refers to an advertisement scheduling technique that oscillates between operating a regular advertisement program and terminating all runs entirely. Flighting relates to the duration during which advertisement is performed, while the time of suspension is defined as a break.
Answer:
Greek men's need to control procreation and heredity
Explanation:
Greeks were the people from Greece. The name 'Greeks' were given by the Romans to the citizens of Greece. The Greek society is mainly men dominated. The male Greek enjoys all the power and status in the society. Women in Greece were not given the citizen rights as the men. Women are not allow to hold public offices and own property. Greek women were given no choice to choose their husband and to produce off springs. It is the men who is in control of procreation.
Answer:
lol I just learned this in US government
Explanation:
people know their rights more and can express it whenever. with the brown vs board, there's no more racial segregation in schools
It will depend on how many feet are in 162 inches.
<h3>Inch-to-feet conversion</h3>
According to metrics, 12 inches = 1 foot
Hence, 162 inches will be: 162/12 = 13.5 ft
However, the maximum height that the bridge can accommodate according to the illustration is 12 ft 5 inches.
13.5 ft is significantly more than 12 ft 5 inches.
Thus, it is highly unlikely that the truck can pass safely under the bridge.
More on metric conversion can be found here: brainly.com/question/10943201
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