Nancy Wrote two equivalent expressions. If she sets them equal to each other, will them equation have one solution, no solutions
1 answer:
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Answer:
Length = 6 cm
Width = 4 cm
Area = ?
Area of a rectangle = length (l) × width (w)
Area = 6 × 4
Area = <u>24 cm²</u>
→ The area of the rectangle is <u>2</u><u>4</u><u> </u><u>cm²</u><u>.</u>
Answer:
32.793
Step-by-step explanation:
Given that your marketing colleague used a known population mean and standard deviation to compute the standard error as 56.8 for samples of a particular size
You don't know the particular sample size but your colleague told you that the sample size is greater than 60.
When n becomes 3n, we get Std error would become instead of
to
Thus we get standard error for new sample size = old se/sqrt 3
=
Answer:
Step-by-step explanation:
To compute the probability of not including any matching pairs, we can compute the number of ways in which he could pick 8 gloves with no matching pairs, and divide it by the total number of ways in which he could pick 8 gloves.
The process of choosing 8 gloves with no matching pair can be seen as follows:
He first picks any random gloves out of the 20, in this 1st step he has then 20 available choices. Then he needs to pick some other glove, BUT it cannot be the other glove from the pair he already picked one from. So at this step there aren't 19 choices, but 18 available choices. Now he has 2 gloves from different pairs, and needs to pick another glove. There are 18 gloves left, BUT he cannot pick the remaining glove from any of the 2 pairs he already has chosen one from. Therefore he only has 16 choices left. The process continues like this, until he chooses 8 gloves in total. Hence the total number of ways to choose 8 gloves with no matching pair is
Now, the total numer of ways in which he could pick any 8 gloves out of 20 can be seen as follows: At the start he has 20 available gloves, he chooses any of them, so having 20 available choices on that first step. He then needs to choose any other glove, so he has 19 choices. He then picks any other glove, so he has 18 choices. And so on, until he has chosen the 8 gloves. Hence the total number of ways to choose 8 gloves is
Therefore the probability of choosing 8 gloves with no matching pair is