Answer:
Linear equation for the monthly cost of the cell plan is 
Step-by-step explanation:
Let u denotes a flat monthly fee and v denotes amount charged per minute.
As the monthly cost is $71.50 if a customer uses 410 minutes,
(i)
As the monthly cost is $118 if a customer uses 720 minutes,
(ii)
Subtract (i) from (ii)

Put
in (i)

As x denotes the number of monthly minutes used,
linear equation for the monthly cost of the cell plan is 
Are you finding the volume I’ll comment the answer under this
Answer:

Step-by-step explanation:
The first function is
.
We make y the subject of this function to obtain,
.
This is graph will open downwards because
.
At y-intercept of this graph,
.


The y-intercept is
.
At x-intercept
.


.
The x-intercepts are,

Also the vertex form of the function is,
.
Therefore the vertex of the parabola is
.
We plot all the points obtained and draw a smooth curve to obtain the curve as show in the diagram.
The second function is


This is the graph of the basic quadratic function
that has been turned upside down.
This graph also has the vertex,y-intercept and x-intercept all at
.
We now graph this too on the same graph sheet as the first one to obtain the blue graph as shown in the diagram.
These two graphs intersect at the point,
.
Therefore the correct answer is B
Density= Mass/Volume
10/5=2
If I'm correct the density should be 2 cm^3
Answer:
After 200 students, it would better to hire Band A
Step-by-step explanation:
350+ 1.25x = 600
1.25x = 250
x = 200
at 200 students the cost is the same for Band A and Band B
at 201 students Band A will be cheaper then Band B