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mr_godi [17]
3 years ago
6

The martin family has a disposable income of $90,000 annually. assume that their marginal propensity to consume is 0.8 (the mart

in family spends 80% of new disposable income on consumption) and that their autonomous consumption spending is equal to $10,000. what is the amount of the martin family\'s annual consumer spending?
Business
1 answer:
stiks02 [169]3 years ago
7 0
90000$:100%=x$:80%, x*100=90000*80, x=72000$
The Martin family spends 80% of annual income which is 72000$ and their autonomous consumption spending is 10000$.
So Martin's family annual consumer spending is 72000$+10000$=82000$.
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On November 1, 2018, Reid Corporation acquired bonds with a face value of $700,000 for $673,618.61. The bonds carry a stated rat
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Answer:

Nov 1 2018

Dr Bonds receivable 700,000

Cr Cash 67,3618.61

Cr Discount on bonds receivable 26,381.39

April 3 2019

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Dr Discount on bonds receivable 2,049.02

Dr Interest revenue 37,059.02

Oct 31, 2019

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Dr Discount on bonds receivable 2,049.02

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Dr Discount on bonds receivable 22,283.25

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Cr Profit on sale bonds receivable 22,283.25

Explanation:

Preparation of the journal entries to record the following:

Purchase of the bonds

Interest receipts on April 30, 2019 and October 31, 2019

Sale of the bonds.

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Nov 1 2018

Dr Bonds receivable 700,000

Cr Cash 67,3618.61

Cr Discount on bonds receivable 26,381.39

(700,000-67,3618.61)

(To record Purchase of bonds)

April 30 2019

Dr Cash 35,000

(700,000*10%*6/12)

Dr Discount on bonds receivable 2,049.02

(37,059.02-35,000)

Dr Interest revenue 37,059.02

(673,618.61*11%*6/12)

(To record Interest receipts)

Oct 31, 2019

Dr Cash 35,000

Dr Discount on bonds receivable 2,049.02

(37,059.02-35,000)

Cr Interest revenue 37,059.02

(673,618.61*11%*6/12)

(To record Interest receipts)

Nov 1, 2019

Dr Cash 700,000

Dr Discount on bonds receivable 22,283.25

($26,381.39-$2,049.02-$2,049.02)

Cr Notes receivable 700,000

Cr Profit on sale bonds receivable 22,283.25

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Answer:

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Total duration of investment; N = 10

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Therefore, in 10 years, you will have saved $217,298.44 which does not meet your goal of half a million dollars.

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With the recurring payment increasing to 17,500 per year and the interest rate remaining at 8%, find the new Future value by keying in the following inputs;

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It is still an ordinary annuity question , however, the recurring payment(PMT) will be 15,000 as before but with an annual interest rate(I/Y) of 10%.  Using a financial calculator, key in the following inputs;

Total duration of investment; N = 10

Recurring payment; PMT = -15,000

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then compute Future value;  CPT FV = 239,061.369

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