Social Studies, 28.01.2020 21:56 Tyrant4life

Which situation best describes zoning?

a.
a city school board meets to determine a school's policies.
b.
a town creates a school district and a business district.
c.
a city fixes streets and damaged pipe systems.
d.
a council works to create an effective town budget.

Answers: 1

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Zoning has to do with urban planning, what the city is going to look like. So, having that in mind, I'd say that the situation which best describes zoning is B. a town creates a school district and a business district, or zones for education and jobs.

Answer from: mathman783

B. A town creates a school district and a business district.

Zoning ordinance typically regulate what areas of a city or township can be used for residential purposes, and what can be used for commercial purposes. Within those two broad categories, there will also be subcategories. For residential zones, some areas will be designated for single-family homes and not allow multi-family units (like apartment buildings). For commercial zones, some will be designated for retail or restaurant or other such businesses, vs. areas set aside for industrial purposes (factories,distribution centers, etc). The creation of zones for churches or schools would be an example also (as given in this question).

Zoning laws did not always exist in the United States. One of the earliest examples of separating residential from commercial/industrial zones was in Los Angeles in 1908. The town of Euclid, Ohio, became famous in zoning law history, because a lawsuit by a realty company against the zoning ordinance that had been passed by the town made its way to the US Supreme Court (Village of Euclid v. Ambler Realty Company, 1926). The Court sided with Euclid's zoning law, saying that zoning ordinances are permissible as long as there is a demonstrated connection to public welfare.

Answer from: Quest

we can solve this via the kinematic equation:

$h=v_{y}t+\frac{1}{2}gt^2$

where the vertical velocity is zero and so:

$h=0 \times t +\frac{1}{2}gt^2\\\\h=\frac{1}{2}gt^2\\\\t=\sqrt{\frac{2h}{g}}$

since the height of the building is 29.3 meters then:

$t= \sqrt{\frac{2(29.3)}{9.8}}\\\\t \approx 2.45s$

the ball was in motion for approximately 2.45 seconds

Answer from: Quest

the right answer is a

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Which situation best describes zoning?

a.
a city school board meets to determine...

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