<span>SALES: 5x² + 2x – 80
</span>- COST: 5x² – x + 100
= ------------------
PROFIT: 0x²+3x-180
(+3x because we subtracted a negative (-x), which is called adding, similarly taking away 100 from negative 80 is -180.)
Checking:
5x² + 2x – 80
5(500)²+2(500)-80 = 1,250,920
5x² – x + 100
5(500)² – (500) + 100= 1,249,600
Profit = 1,250,920 - 1,249,600 = 1,320
0(500)²+3(500)-180 = 1,320 YAY! {:-)
Double Checking:
5x² + 2x – 80
5(5000)²+2(5000)-80 = 125,009,920
5x² – x + 100
5(5000)² – (5000) + 100= 124,995,100
Profit = 125,009,920 - 124,995,100 = 14,820
0(5000)²+3(5000)-180 = <span>14,820</span> YAY! {:-)
Answer:
(5/2)√13 ≈ 9.0139
Step-by-step explanation:
The longer hypotenuse is found using the Pythagorean theorem as ...

The right triangles are AA similar, and vertical sides correspond. Their ratio, smaller/larger is 5/8. That means the hypotenuse of the smaller triangle, A, is 5/8 of the hypotenuse of the larger one.

K=2, because the bottom of the parabola shifted to the x value 2 from 0.
hope that helps
https://www.tiger-algebra.com/drill/8,0.8,0.08,0.008/
Answer:
The weight of the seventh linebacker is = 214 lb.
Step-by-step explanation:
Given:
Mean of 7 linebackers = 236 lb
The weights of first 6 linebackers are:
215 lb, 305 lb, 265 lb, 196 lb, 221 lb and 236 lb
To find the weight of seventh linebacker.
Solution:
Let the weight of the seventh linebacker be = 
The mean of 7 line backers will be given as:
⇒ 
The mean of the 7 linebackers is given = 236 lb
Thus, the equation to find
will be :

Simplifying.

Multiplying both sides by 7.


Subtracting both sides by 1438.

∴ 
Thus, the weight of the seventh linebacker is = 214 lb.