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deff fn [24]
2 years ago
12

You are in charge of managing the advertising for a restaurant. You are able to buy up to 62 advertisements a month, and your da

ta from the previous month shows that you need to buy at least 5 newspaper ads for every 3 television ads to draw in the most customers. What is the greatest number of newspaper and television ads you could buy?
Mathematics
2 answers:
erik [133]2 years ago
7 0

Answer:

Greatest number of newspaper ads = 59

Greatest number of television ads = 23

Step-by-step explanation:

It is given that we should buy at least 5 newspapers for every 3 television ads.

So, after purchasing 3 television ads, we can buy any number of television ads but the number should be greater than 5.

Since, the maximum is 62, we can buy 59 newspaper ads. (Note that we have already bought 3 television ads).

For every 3 television ads, we should buy 5 newspaper ads. So,

For the purchase of 3 television ads, we should buy the minimum of 5 newspaper ads.

For the purchase of 2(3) television ads, we should buy the minimum of 2(5) newspaper ads.

For the purchase of 3(3) television ads, we should buy the minimum of 3(5) newspaper ads.

...

...

For the purchase of 7(3) = 21 television ads, we should buy the minimum of 7(5) = 35 newspaper ads.

So, totally 21+35 = 56 ads.

For the remaining 6 ads, if we buy 3 television ads, we should buy 5 newspaper ads.

So, we can buy 2 television ads and 4 newspaper ads.

Hence, we can buy the maximum of 21+2 = 23 television ads.

marishachu [46]2 years ago
3 0

the answer is actually c. 40 newspaper ads, 21 television ads. just took the practice test!! :)

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