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Yuri [45]
3 years ago
14

The population of a city is 310​,000 and is increasing at a rate of 4.5​% each year. Approximately when will the population reac

h 620​,000? ​ (Use a compound growth​ model.)
Business
1 answer:
iogann1982 [59]3 years ago
7 0

Answer:

Approximately after 15 years the population will reach 620,000

Explanation:

Population at start : 310,000

Rate by which the population is increasing: 4.5%

Population after n years is calculated under the next equation:

P=Po(1+r)∧n

620,000=310,000(1+ 0.045<u>)</u>∧n

2= (1+ 0.045<u>)</u>∧n

log(2)=nlog (1+ 0.045<u>)</u>

<u>log(2)</u>=nlog (1.045)

log(2)/log(1.045)=n

n= 15

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Answer:

Debit Notes Receivable for $86,000; credit Cash $86,000

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The journal entry to record the cash loan is given below;

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Answer:

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When the credit is paid, the accounts receivable account will reduce and so will be credited because assets are credited when they reduce.

Cash on the other hand will be debited to show that it has increased as assets are debited when they increase.

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Answer:

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