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Mathematics, 12.10.2021 07:10 avastanleyy

{ANSWER ASAP} Write an inequality that represents the fact that while making your product
you can’t exceed this spending limit. (I'm making tearproof, waterproof, and fireproof ethernet and phone wires. I’d spend $15 every 10ft. Most homes on average need 50-100 ft of wire. It only cost $10 dollars on 50-100ft no end wires. $3 dollars on connectors, and $60 on 10 100ft heat shrink. Each feet I spend a 1.50 on material.)

b. Solve this inequality and graph the solution on a number line. Explain what
your solution means in terms of the situation.

c. In Task 1 you determined how much you will charge for each item. Write an
equation that represents your total earnings based on the price of your item
and how many you sell.

d. Using your answer from part B and your equation from part C, what is the
most money you can hope to earn from your business?

e. Don’t forget that at the beginning of the process you had to spend some of
your own money to get started. With the costs taken into account, what was
your total profit? Did you make money or lose money? Now that you have
these values, would you adjust your business plan from Task 1? If so, how?

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{ANSWER ASAP} Write an inequality that represents the fact that while making your product
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