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Viefleur [7K]
2 years ago
7

Mrs. Kelly, age 65, is entitled to Part A but has not yet enrolled in Part B. She is considering enrollment in a Medicare Advant

age
SAT
1 answer:
maxonik [38]2 years ago
7 0

In order to join the Medicare Advantage plan, she also must enroll in part B to allow joining the plan.

<h3>What is a medicare?</h3>

This is a public program that provides a health insurance to individuals that are aged 65 and over or with a disabilities.

Hence, she also must enroll in part B in order to join the Medicare Advantage plan.

Read more about medicare

brainly.com/question/24908169

#SPJ1

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Which of the following is an unintended environmental consequence of aquaculture?.
g100num [7]

The statements that best describes an unintended environmental consequence of aquaculture fish-farm enclosures located in estuaries is Aquaculture enclosures can harbor parasites that can negatively affect wild populations that breed in estuaries.

<h3>What is an estuary?</h3>

An estuary can be regarded as partially enclosed, water body which consists of mixture of freshwater from rivers as well as salt water from the ocean.

However, unintended environmental consequence of aquaculture fish-farm enclosures located in estuaries is that parasite can be easily decrease the populations of breed.

Learn more about estuary at;

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The answer is 1/639, since there are 639 chips, and only one of them is 539.

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People with a healthy body image will NOT __________. A. set reasonable goals B. compliment themselves C. remember their inner q
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C remember their inner qualities

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A company makes two versions of a particular software product, a standard version and a deluxe version. Out of 25,000 units ship
alekssr [168]
First, we need to find the probability, P, that the software is the standard version.

Out of 25,000 units, 5,000 were deluxe. That means the remaining 20,000 were standard. So, 20,000 out of 25,000, or \frac{20000}{25000} were standard. That means the probability of selecting a standard one at random is P = 0.8.

Next, we need to find the independent probability that any software box will contain the promotion. We know that 1 in 500 will, or \frac{1}{500}. That means P = 0.002. 

To find the compound probability of these two events, we multiply the probabilities together to get P=(0.8)(0.002)=0.0016.
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4 years ago
Study the graph. A graph titled Renewable Energy Consumption by Source from 1949 to 2011 shows years on the x-axis, from 1950 to
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Answer:

c

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