Step-by-step explanation:
a. The rate of change is $33.33 per month
200/6 = approximately $33.33 per month
This means that in addition to the initial fee, Josh has to pay $33.33 per month for the gym membership.
b. The initial value is $25. This is a constant value and a one time fee to open and attain a gym membership.
Answer: the number of sides of a regular polygon is the same as the number of lines of reflection that can map the polygon into itself. The number of lines of symmetry is the same as the number of lines of reflection for mapping. (this is word for word so i suggest rewording)
Step-by-step explanation:
Answer: Third option

Step-by-step explanation:
The function
passes through the point (1,0) since the function
always cuts the x-axis at
.
Then, if the transformed function passes through point (1,-2) then this means that the graph of
was moved vertically 2 units down.
The transformation that displaces the graphically of a function k units downwards is:

Where k is a negative number. In this case 
Then the transformation is:

and the transformed function is:

Answer:
Congruent, ASA Congruency Theorem
Step-by-step explanation:
- HGI and KJI are vertical angles, therefore equal
- Angle H and K are congruent
- GJ bisects HK at Point I, therefore segments HI and KI are congruent
Answer:
a. 
b. 17 years
c. The amount that is currently charged by the college you attend is much higher than the amount charged in two-year college in the present year.
Step-by-step explanation:
a.

Here, x is a the number of years after 2000 and f(x) is the total cost.
To approximate the yearly cost of attending a two-year college in the year 2016, find
.

b.
To predict in what year the yearly cost of tuition and required fees will exceed $3200, solve 

So,
x is approximately equal to 17 years.
c.
The present year is 2020.
To approximate the yearly cost of attending a two-year college in the present year, find 

The amount that is currently charged by the college you attend is much higher than the amount charged in two-year college in the present year.