How did physical geography make human suffering during the great depression worse?

1 answer:

6 0

There was a massive dust storm named the Dust Bowlduring the great depression. <span>With the onset of the drought in 1930, overfarmed and overgrazed land began to blow away. Winds whipped across the plains, raising billowing clouds of dust. </span>

You might be interested in

Who is a security ASAP

serious [3.7K]

Answer:

A security guard (also known as a security inspector, security officer, or protective agent) is a person employed by a government or private party to protect the employing party's assets (property, people, equipment, money, etc.) from a variety of hazards (such as waste, damaged property, unsafe worker behavior

6 0

3 years ago

What was an interesting feature of the New Economic Policy of Lenin?

SpyIntel [72]

An interesting feature of <span>the New Economic Policy of Lenin is that even though the country's main ideology was communism, the NEP was pretty capitalistic, and it was even dubbed as the State Capitalism policy.</span>

5 0

2 years ago

Read 2 more answers

For the game of interstellar baseball, teams have used robotic enhancements to allow superhuman feats. Consider a pitcher who ca

ziro4ka [17]

Answer:

The baseball would seem to be traveling with a velocity 0.98918c of 98.92% of the speed of light as seen from the Earth.

Explanation:

This problem involves the relativistic effects. The pitcher throws the ball with a velocity u' which is 65% of the speed of light c i.e. u' = 0.65c

The velocity V of the spaceship in which he is practicing is 95% of the speed of light. Therefore V = 0.95c

So if the ball is thrown in the same direction as the direction of the spacecraft's motion, then classically, the velocities would add up and exceed the speed of light. But we know that this is not possible. It is prohibited by the special theory of relativity. So we need to consider the relativistic addition of velocities to calculate the velocity (u) of the ball as seen from the Earth.

The formula for relativistic addition of velocities is expressed below,

$u=\frac{V+u'}{1+\frac{Vu'}{c^2}}$