asked 90.2k views
1 vote
HELP ME PLEASEEEE!!!!!!!

The function p(w) = (1.1)^w represents the number of specialty items produced at the old factory (w) weeks after a change in management. The graph represents the number of specialty at the new factory during the same time period.

The question has three parts

(a) During Week 0, how many more specialty items were produced at the old factory than at the new factory? Explain.

(b) Find and compare the growth rates in the weekly number of specialty items produced at each factory. Show your work.

(c) When does the weekly number of specialty items produced at the new factory exceed the weekly number of specialty items produced at the old factory? Explain.
Answer:

HELP ME PLEASEEEE!!!!!!! The function p(w) = (1.1)^w represents the number of specialty-example-1
asked
User Tscherg
by
7.6k points

1 Answer

3 votes

Answer:

A)During 0 week old factory have 40 more products than the new factory.

B)I am so sorry that I forgot how to find the. Rate of growth :)

Hope it will help:)

answered
User Beauxq
by
8.2k points

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