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MatroZZZ [7]
3 years ago
5

identify the pair of events as dependent or independent. A member of the junior class and a second member of the same class are

randomly selected.
Mathematics
2 answers:
marissa [1.9K]3 years ago
8 0
The answer is Dependent
FrozenT [24]3 years ago
6 0

Answer: It is considered as dependent events.

Step-by-step explanation:

Since we have given that

A member of the junior class and a second of the same class are randomly selected.

Then both the events are dependent events.

Because we know the definition of dependent events which states that dependent events are those events if occurrence of one event gets affected by occurrence of another event.

As choosing the second member is completely dependent upon choosing the first member.

Number of possible outcome of choosing second member would reduce by 1 member.

So, it is considered as dependent events.

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4 years ago
At a bakery, a baker prepares 6 dozen blueberry muffins for every 5 dozen apple muffins. If the baker prepares 16 dozen blueberr
spayn [35]
I would write a proportion, I can't use a fraction bar so they will just be on top of each other:
Blueberry Muffins    6
Apple Muffins          5
For every 6 Blueberry muffins there are 5 apple muffins (dozens)
So when he makes 16 blueberry muffins (dozens)
You write it next to the '6' because it's talking about blueberry muffin dozens.
The proportion now:

Blueberry Muffins  6   16
Apple Muffins        5    x
To find x, or the number of apple muffin dozens, you multiply 16 * 5, which is
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Then divide by 6.
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You can't have .333 of a dozen, so round it to 13.
***ANSWER*** 
He prepared 13 Apple muffin dozens.
Hope this helped <3
5 0
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