The options presented are:
(1) division property of equality
(2) factoring the binomial
(3) completing the square
(4) subtraction property of equality
Response: (2) factoring the binomial
Step 1: 
Step 2:![-c = a[x^2+\frac{b}{a} x]](https://tex.z-dn.net/?f=%20%20-c%20%3D%20a%5Bx%5E2%2B%5Cfrac%7Bb%7D%7Ba%7D%20x%5D%20%20%20)
In step 2, 'a' is extracted from
. Upon factoring out 'a', we divide all terms by 'a', resulting in
.
Step 2 involves the binomial factorization process.
Customers served in 0.5 hours : 3.6 versus x customers served in 7.5 hours
-------------------- = --------------------
0.5 hours 7.5 hours
Applying cross multiplication:
3.6 multiplied by 7.5 equals x times 0.5
Dividing both sides by 0.5:
x = (3.6 * 7.5) / 0.5
x = 54
So, you assisted 54 customers in 7.5 hours.
Response:
m(n) = 60000
Amount = 60000/n
Step-by-step breakdown:
Provided
Budget = 60000
Solving part (a) as a function mn
To achieve this, simply substitute m(n) for the budget amount.
This results in;
m(n) = 60000
Solving part (b) for the amount each committee is allocated.
Given that the budget will be evenly split.
Amount = m(n)/n
Replace m(n) with 60000
Amount = 60000/n
Answer:
This function is continuous.
The situation illustrated corresponds to a linear function because the rate of change remains constant.
For each additional hour, 53 cups of juice are dispensed.
Brainliest please
Answer: A square that undergoes rotation around its center by 360º aligns with itself at D) 4 distinct angles during the process. Furthermore, a square can be reflected onto itself over B) 4 various lines.
Explanatory breakdown:
A square is a geometric shape characterized by equal-length sides and right angles (
).
Thus, it is capable of being rotated around its center by
.
It reverts to its original outline at 4 unique rotation angles ( at every
).
The square can also be reflected onto itself across 4 lines (2 through the non-parallel sides and 2 through the corners).