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Naddika [18.5K]
3 years ago
13

2. One of the offices at the company was being repainted. Riley’s mother challenged him to figure out how many quarts of paint w

ould be needed. The office is 16 ft long and 12 ft wide, and the height of each wall is 10 ft. The office floor, ceiling, and door are not being painted, and there are no windows in this office. The door opening measures 3 ft by 8 ft. One quart of paint covers . How many quarts of paint are needed to paint the room, if only full quarts can be purchased? Show your work.
Mathematics
1 answer:
beks73 [17]3 years ago
4 0
Not enough information. The question doesn't say how much one quart of paint covers.

EDIT: here's the solution

we have to find the total area of the 4 walls and subtract the area of the door. there are 2 walls with dimensions 16 by 10, and 2 walls with dimensions 16 by 12. so we have: 2(16*10)+2(16*12)=320+384=704 for the area of the walls. now, we can find the area of the door which is 3*8=24. <span>so we subtract the area of the door from the area of the walls, so we have: 704-24=680. </span><span>Since a quart of paint covers 100, then we divide and get 680/100=6.8 but since we need a whole number of quarts, we round up to get 7 quarts of paint. </span>
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Answer:

A

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3. the function y = f(x) + a is a vertical translation a units up and y = f(x) - a is a vertical translation a units down

Dissecting the transformed function of  f(x) = ln (3-x) -2   w.r.t   f(x) = ln x, we see:

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<em>2. we have a horizontal shift in left side because the argument of ln is (3-x) or (-x+3)</em>

<em>3. We have vertical shift 2 units down because there is a -2 after the functional part of ln(3-x)</em>

<em />

Looking at the choices, A is the right answer.

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4 years ago
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Answer:

Step-by-step explanation:

Alright, lets get started.

Please refer the diagram I have attached.

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