a company produces boxes of dvds of a rate at 52 boxes per hour. they begin to produce boxes when they first open for the day and after 3 hours they have 404 boxes in stock.

How many boxes are in stock when they open?

Write a linear model for the amount of boxes b ,of a function of the number of hours since they opened ,h.

What is the slope of the linear model you found above ?

What is the y-intercept of the linear function you found above?

Use your model to predict the number of boxes in stock at the end of an 8 hour shift

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agoyal agoyal · Answer 1 · 2018-12-11T01:04:17+01:00

Answer:

this number 1 and 2 is the only one i could answer

Step-by-step explanation:

1.In three hours, at 52 boxes an hour, they produce 3(52) = 156 boxes.

If they then have 404 boxes on hand, they must have had

404 - 156 = 248 boxes when the store opened.

2.N=404-3 times 52

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jainveenamrata jainveenamrata · Answer 2 · 2022-01-28T07:31:18+01:00

The boxes in stock, slope, number of boxes in 8 hours are 248, 52, and 664.

A detailed list of the product in stocks.

Given

52 boxes per hour.

In 3 hours they have 3x52 = 156 boxes.

So in the stock before 3 hours they have 404 - 156 = 248 boxes in the stock.

So the linear model y = mx +c

Where,

y = Total box

m = box per hour

x = number of hour

c = stock

Then our equation will be, y = 52x + 248.

Then the slope will be 52.

So, the number of boxes in 8 hours.

[tex]y = 52x + 248\\y = 52*8 + 248\\y = 664\ boxes[/tex]

Thus, boxes in stock, slope, number of boxes in 8 hours are 248, 52, and 664.

More about the inventory link is given below.

https://brainly.com/question/14184995