The function which best models the amount of rent she will have to pay in each future year is y = 450(1.15)^x
<h3>How to write a function</h3>
- First year rent = $450
- Percentage increase per year = 15%
let
y = total rent paid each subsequent year
x = number of years
The function:
y = 450(1.15)^x
If x = third year
y = 450(1.15)^x
= 450(1.15)^3
= 450(1.520875)
= $684.39375
Given options:
A) y = 0.15x + 450
B) y- 450x + 0.15
C) y = 450(1.15)^x
D) y = 450(0.15)^x
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The statement that correctly describes a commission form of city government is;
D. Commissioners are hired to run city departments based on previous
experience.
<h3>
Understanding City Government</h3>
A commission form of city government is usually a type of municipal government the elected officials are to serve on the governing board which is called Commission to carry out legislative and executive functions pertaining to that city.
Now, each commissioner in this city government is responsible for a specific department and was originated in Texas around the year 1901. However, this type of government is no longer popular as only a handful of cities in the US still use it.
Looking at the given options, the only correct one is Option D.
The missing options are;
A. Multiple officials are elected to run various city departments.
B. Professional city managers are hired to run day-to-day city operations.
C. City council officials select individuals to run various city departments.
D. Commissioners are hired to run city departments based on previous
experience.
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<span>No. Velocity is a vector, your direction is changing continuously, so your velocity is not constant</span>
Answer:
6 & 7
Explanation:
Given data:
Volume of solution measured = 0.0067 L
To determine:
The number of significant figures
Significant figures are the number of digits that accurately describe a measured value.
As per the rules:
All non-zero digits are significant
Leading zero's i.e. the zero's after a decimal which comes before a non-zero digit are not significant
Hence in the given value 0.0067, there are 2 significant figures (6 &7)