Steven works at a large home appliance store. He earns a base salary of $20,000 plus commission which can be modeled by the equa
2 answers:
Answer:
y-intercept in the equation is, A base salary.
Step-by-step explanation:
Slope intercept form:
The equation of line is given by:
....[1]
where, m is the slope and c is the y-intercept.
Given the equation:
y = 0.1x + 20,000
where, x is the number of units and y is the salary
Comparing with equation [1] we have;
m = 0.1
y(0)= c = 20000
Therefore, the meaning of the y-intercept in the equation is, a base salary.
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Answer:
Let the complaints by Industry be CbI
CbI Frequency
Bank 26
Cable 44
Car 42
Cell 60
Collection 28
b) Percentages
CbI percentage (%)
Bank 13
Cable 22
Car 21
Cell 30
Collection 14
c) The industry with the highest number of complaints is the Cell Industry.
d) The Bar Chart is attached to this solution. It was constructed in the Ms Excel suite.
Step-by-step explanation:
a) The frequencies are simply the number of times each industry sector sent in a complaint. So, it's straight forward to present.
b) The percentage for each industry is done in comparison to the the total amount of complaints received.
Percentage for each industry = 100% × (Number of complaints from that industry)/(Total number of complaints)
Total amount of complaints received = 200
For Bank industry,
Percentage = 100% × (26/200) = 13%
For the Cable Industry,
Percentage = 100% × (44/200) = 22%
For Car industry,
Percentage = 100% × (42/200) = 21%
For Cell industry,
Percentage = 100% × (60/200) = 30%
For Collection industry,
Percentage = 100% × (28/200) = 14%
c) The industry with the highest number of complaints is the one with the highest frequency and percentage, and that is the Cell Industry.
d) The Bar Chart is attached to this solution. It was constructed in the Ms Excel suite.
Answer:
answer is attached on the photo
