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A warehouse receives 1,200 boxes of paper that need processing. The warehouse workers can process the boxes of paper at a rate of 200 boxes per hour.

If 0≤t≤6, which function, f(t), represents the number of boxes of paper that still need to be processed after t hours?

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Answer:

3628u

Step-by-step explanation:

abidemiokin

The function, f(t), that represents the number of boxes of paper that still need to be processed after t hours is y = 200t + 1200

The expression will be expressed as a straight line formula:

The standard form of the equation is expressed as y = mt+ b

  • m is the slope of the equation or the rate
  • b is the intercept
  • t will be the time taken

From the question;

Rate "m" = 200 boxes per hour

Amount of box the warehouse received = 1200 boxes

Substitute the give parameters into the formula to have:

y = 200t + 1200

f(t) = 200t + 1200

Hence the function, f(t), that represents the number of boxes of paper that still need to be processed after t hours is y = 200t + 1200

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