"Return to normalcy" was United States presidential candidate Warren G. Harding's campaign slogan for the election of 1920. It evoked a return to the way of life before World War I, the First Red Scare, and the Spanish flu pandemic.
I believe the answer is d :) the law stopped immigration from the us to texas so that answer makes sense
Answer:
If a product is bulky or heavy, transportation costs increase, and unless the product has an extremely high value-to-weight ratio, the LEAST effective strategy would be a. exporting.
Explanation:
If the cost of transporting the product to another country is too high because of its weight, exporting it may not be a good idea since the product would become less profitable and thus the manufacturer could not compensate for its cost of production, making the company lose money.
The correct answer to this open question is the following.
Although there are no options attached we can say the following.
I think Jim Braddock's winning streak inspired people so much because he is a good example of endurance, perseveration, and faith when difficult moments make people surrender. In his case, he never surrendered and worked hard to sustain his family during the difficult years of the Great Depression.
Those years of the Great Depression were tough ones. After the US stock market crash of October 219, 1929, millions of Americans lost their jobs, companies broke, and banks went into bankruptcy.
Braddock was a boxer that returned to the ring in 1935, after struggling during those difficult years, and won the championship.
His story is so inspirational even now because is an example of perseveration and endurance under difficult times. It is a history of how a man can overcome adversity if he is committed to doing what he needs to do in order to get what he wants, keeping the faith, and never, ever surrender.
One of the most important predictors and components of mathematical achievement has been found by Siegler and colleagues as the skill in placing numbers, including fractions, on a mental number line.
Siegler's theory of these mathematical developments aims to develop strategies to improve children's math learning.
Some of Siegler's studies are aimed at representing children's numbers to identify the learning of whole numbers, fractions and other arithmetic topics.
Therefore, these studies on the development of children's math skills are very useful in identifying why some children are more proficient than others and in identifying the strategies used by children to solve math problems.
Learn more about Siegler here:
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