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Pictures attached-- 100 points!! Assuming that any increase occurs in whole dollar amounts, what is the maximum possible increase that maintains the desired minimum revenue? Explain why this is true.

Pictures attached 100 points Assuming that any increase occurs in whole dollar amounts what is the maximum possible increase that maintains the desired minimum class=
Pictures attached 100 points Assuming that any increase occurs in whole dollar amounts what is the maximum possible increase that maintains the desired minimum class=
Pictures attached 100 points Assuming that any increase occurs in whole dollar amounts what is the maximum possible increase that maintains the desired minimum class=
Pictures attached 100 points Assuming that any increase occurs in whole dollar amounts what is the maximum possible increase that maintains the desired minimum class=

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ipenman123

Answer:

Part A:

Cost: 10+x

Customers: 16 - 2x

Part B:

-2x^2+-4x+160 ≥ 130.

Part C:

$12

Part D:

$12 because it is greater.

Step-by-step explanation:

To know how to solve you do this

Put each number from part c like 13 is 3 and change the x

for example

-2(x)^2-4(x)+160

to

-2(3)^2-4(3)+160

Is it greater than ≥ 130 or equal to?

What evera is greater to is the answer.

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