Using the given histogram, we have that 90% of the players in the sample have scores that are less than 2300.
<h3>What is the missing information?</h3>
This problem is incomplete, but researching it on a search engine, we have that the histogram states as follows:
- 6 of these players have scores between 300 and 700.
- 6 of these players have scores between 700 and 1100.
- 13 of these players have scores between 1100 and 1500.
- 14 of these players have scores between 1500 and 1900.
- 6 of these players have scores between 1900 and 1300.
- 5 of these players have scores between 2300 and 2700.
It asks the proportion of players in the sample with <u>scores that are less than 2300</u>.
<h3>What is an histogram?</h3>
An histogram is a graph that shows the <u>number of times each element of x was observed.</u>
Above, we already gave the amounts presented by histogram, and we have that 45 out of 50 players have <u>scores that are less than 2300</u>, hence the proportion is given by:
p = 45/50 = 0.9.
More can be learned about histograms at brainly.com/question/25836450
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Answer:
y = 41.603X + 3.582
Step-by-step explanation:
Given the data:
Week ___Price ____ Sales
1 _______.33 _______20
2 ______ .25 _______ 14
3 ______ .44 _______ 22
4 ______ .40 _______ 21
5 ______ .35 _______ 16
6 ______ .39 _______ 19
7 ______ .29 _______ 15
Using the linear regression calculator ; The regression equation obtained is :
y = 41.603X + 3.582
Where ;
y = sales (predicted variable)
x = price (predictor variable)
Slope = 41.603
Intercept = 3.582
Answer:
The price of chair in furniture house is $137.16
Step-by-step explanation:
We are given the following in the question:
Wholesale price of chair = $108
Marked percentage = 27%
We have to find the price of the chair in the furniture store.
Increased price =
Price of chair in furniture house =
= Wholesale price + Increased price
Thus, the price of chair in furniture house is $137.16
Answer:
the answer is 67 coins are not Nickels
Step-by-step explanation:
29+24+16=67 so there is 27 Nickels in the jar