Business, 04.12.2020 17:20 genesis0523

20192018201720162015 Sales$656,856$432,142$358,624$243,1 35$180,100 Cost of goods sold 337,397 222,192 186,298 125,649 91,851 Accounts receivable 31,726 25,194 24,602 14,199 12,355 Compute trend percents for the above accounts, using 2015 as the base year.\

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Answer from: Luis2737

Trend Percent for Net Sales :

2016 = 135.00 %

2017 =199.00%

2018 = 239.9 %

2019 = 364.7 %

Trend Percent for Cost of goods sold :

2016 = 136.7 %

2017 = 202.8 %

2018 = 241.9 %

2019 = 367.33 %

Trend Percent for Accounts receivable :

2016 = 114.9 %

2017 = 199.00 %

2018 = 203.9 %

2019 = 256.7 %

Explanation:

2019 2018 2017 2016 2015

Sales $656,856 $432,142 $358,624 $243,135 $180,100

Cost of goods sold 337,397 222,192 186,298 125,649 91,851 Accounts receivable 31,726 25,194 24,602 14,199 12,355

Trend Percent for Net Sales :

2016 Current Year Sales/ Base year Sales = $243,135 /$180,100

= 135.00 %

2017 Current Year Sales/ Base year Sales = $358,624 /$180,100 = 199.00%

2018 Current Year Sales/ Base year Sales =$432,142 / $180,100

= 239.9 %

2019 Current Year Sales/ Base year Sales = $656,856 /$180,100

= 364.7 %

Trend Percent for Cost of goods sold :

2016 Current Year CGS/ Base year CGS = $125,649 /91,851 = 136.7 %

2017 Current Year CGS/ Base year CGS = $ 186,298 /91,851 = 202.8 %

2018 Current Year CGS/ Base year CGS =$ 222,192/ 91,851 = 241.9 %

2019 Current Year CGS/ Base year CGS= $337,397 /91,851 = 367.33 %

Trend Percent for Accounts receivable :

2016 Current Year A/R/ Base year A/R = $14,199 /12,355 = 114.9 %

2017 Current Year A/R/ Base year A/R= $ 24,602 /12,355= 199.00 %

2018 Current Year A/R/ Base year A/R=$ 25,194 / 12,355 = 203.9 %

2019 Current Year A/R/ Base year A/R = $31,726 /12,355 = 256.7 %

Answer from: Quest

the investment was $14,174.196

explanation:

a lump sum means that the father of the example made one deposit and leave it be.

we need to know the value of a capital that generated at 4.05% per year during 28 years the sum of $48,613.24

$capital * (1+0.045)^{28} = 48,613.24$

now clearing the formula to solve for capital we got:

$capital = \frac{48,613.24}{(1+0.045)^{28}}$

and we reach the answer investment = $14,174.20

Answer from: Quest

answer; /// radio frequency identification;

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20192018201720162015 Sales$656,856$432,142$358,624$243,1 35$180,100 Cost of goods sold 337,397 222,1...

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