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1. The sales from a soda pop vending machine are given by S(b,v)= .133bv^2, where b is the number of businesses on the same floor of the building as the machine and v is the number of different kinds of soda in the machine (v for variety).
1. Calculate S(4,8) and explain it’s meaning in the context of this problem.

1. Calculate S(4,8) and explain it’s meaning in the context of this problem.

Jul 20th, 2015

a. S(4,8) represents the number of sale from a soda pop machine which has 8 soda varieties and is on the same floor with 4 other business in the same business

s(4,8)=133bv^2

S(4,8)=133*4*64

S(4,8)=34,048

b. S(4,8) represents the number of sale from a soda pop machine which has 8 soda varieties and is on the same floor with 4 other business in the same business

s(4,8)=133bv^2

S(4,8)=133*4*64

S(4,8)=34,048

Jul 20th, 2015

Hello, thanks for your help but  I made a typo: ( B) should be:

S (v)(4,8) represents the number of sale from a soda pop machine which has 8 soda varieties and is on the same floor with 4 other business in the same business

Jul 20th, 2015

how we solve for S(v)(4,8) depends on your understanding of f(x) and g(x) functions...in which case

S(v)(4,8)=v*133*4*64

s(v)(4,8)=272,384

Jul 20th, 2015

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Jul 20th, 2015
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Jul 20th, 2015
Sep 22nd, 2017
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