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SpyIntel [72]
3 years ago
10

Kym switched cell phone plans. she signed up for a new plan that will save her $3.50 per month compared to her old cell phone pl

an. the cost of the new phone plan for an entire year is $294. how much did kim pay per month under her old phone plan
Business
1 answer:
Andreas93 [3]3 years ago
7 0
New phone plan = $294
New phone plan compared to old phone plan (in savings) = $3.50 per month
12 months in a year, therefore multiply 12 with 3.50 and you get the total number of savings in the entire year

12 (months in a year) × $3.50 (savings per month) = $42 (per year in savings)
Since Kym saved $42 a year, and we know that Kym's new plan costs $294 a year, simply add $294 (new phone plan) and $42 (savings per year) to get the price of the old phone plan.

$294 (new phone plan) + $42 (savings a year) = $336 (old phone plan per year)

Now, since you want to find the monthly payment, simply divide $336 (old phone plan on a yearly payment) by 12 (months in a year).

$336 (old phone plan per year) ÷ 12 (months) = $28

Kym paid $28 per month under her old phone plan.
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                 Allowances for uncollectible                               $1,300

                 Barton Capital                                                       $133,600

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(b) Fallows' investment

Date   Account Titles and Explanation               Debit       Credit

          Cash                                                           $28,700

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B. Holly's statement is normative, but Ben's is positive.

Explanation:

Positive statements are based on objective deduction of what is, or was. It is based on facts. Ben's comment "an increase in the tax on beer will raise its price", is an example of positive statement.

Normative statements are subjective and based on individual values and judgement. In her statement Holly appears to be biased against drinking much. She says "taxes should be increased on beer because college students drink too much." Is a normative statement.

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Hence, service industry play an important role in society.

To learn more about Service industry here:

brainly.com/question/18310687

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