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3 years ago

The right to privacy protect citizens from

SAT

2 answers:

Gnesinka [82]3 years ago

8 0

The right to privacy protect citizens from Government Intrusion.

Good luck on the rest of the semester. (:

Nezavi [6.7K]3 years ago

6 0

Answer,

Government intrusion.

Explanation,

Government has the right to protect its citizens and Guarantee basic freedom to the american people.The citizen are entitled to Right to privacy which is violated by government.Government intrusion is where by the government takes possession forcefully over person life which may be according to the law.The more the governments dictates every aspect of a persons life the less freedom that a person has.Government intrusion can leads to loss of some rights because the government has total control over persons life.

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The average age of a breed of dog is 19.5 years. if the distribution of their ages is normal and 20% of dogs are older than 22.6

viva [34]

The standard deviation of the average age of a breed of dog is said to be 3.69.

<h3>What is the standard deviation about?</h3>

Note that we take:

x = dog age has mean 19.5
Unknown standard deviation.

Hence:

z = (x - mean) /SD is distributed N (0,1) - mean o standard deviation 1 (standard normal)

Since 20% of dogs are known to be older than 22.6 years:

So 22.6 years is said to be 80th percentile,

Since z matching to 80th percentile (using the standard normal table) s is <em>0.84.</em>

Then one need to plug z, x which is = 22.6

mean = 19.5 into the stated z equation:

Hence,

0.84 = (22.6 - 19.5)/SD

SD = (22.6 - 19.5)/0.84

= 3.69

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A prism has a height of 11.2 centimeters and an equilateral triangle for a base, where each base edge is 8 centimeters. find the

Mademuasel [1]

The volume of the triangular prism with the given height and base dimensions to the nearest hundredth is 310.38cm³.

<h3>What is a triangular prism?</h3>

A triangular prism is simply a three-dimensional solid with three rectangular sides and two triangular bases.

The volume of an equilateral triangular prism is expressed as;

V = (√3/4) × a² × h

Given the data in the question;

Height h = 11.2cm

Sides a = 8cm

Volume V = ?

We substitute our values into the equation above.

V = (√3/4) × a² × h

V = (√3/4) × (8cm)² × 11.2cm

V = (√3/4) × 64cm² × 11.2cm

V = 310.38cm³

Therefore, the volume of the triangular prism with the given height and base dimensions to the nearest hundredth is 310.38cm³.

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