Answer :
Answer:
$80,000
Explanation:
[tex]The \ expression \ for \ calculating \ cash \ flow \ to \ stockholders \ is:[/tex]
[tex]Cashflow \ = \ Dividend \ paid \ during \ the \ year \ - \ change \ in \ t he \ value \ of \ common \ stock \ during \ - \ change \ in \ value \ of \ stock \ in \ the \ previous \ year[/tex][tex]Here;[/tex]
[tex]Change \ in \ value \ of \ Common \ stock \ during \ the \ year \ =[/tex] [tex]\ Value \ of \ Common \ stock \ of \ the \ Curren t \ Year - Value\ of \ Common \ stock \ of \ the \ Previous \ Year[/tex]
[tex]Change \ in \ valu e \ of \ Additional \ paid \ in \ surplus \ account \ during \ the \ year =[/tex]
[tex]Value \ of \ Additional \ paid \ in \ surplus \ account \ o f \ the \ Current \ Year \ -[/tex] [tex]\ Value \ of \ Additional \ paid \ in \ surplus \ account \ of \ th e \ Previous \ Year[/tex]
From the information given:
[tex]Dividend \ Payment \ during \ the \ year[/tex] 2020 = $320000
[tex]Value \ of \ stock \ in \ current \ yr[/tex]= i.e. 2020 = $570000
[tex]Value \ of \ stock \ in \ previoius \ yr[/tex] = i.e. 2019 = $530000
Change = $570000 - $530000 = $40,000
[tex]Value \ of \ Ad ditional \ paid-in \ surplus \ acct \ of \ the \ current \ year[/tex] = $2,500,000
[tex]Value \ of \ Ad ditional \ paid-in \ surplus \ acct \ of \ the \ previous \ year[/tex] = $2,300,000
Change = $2,500,000 - $2,300,000 = $ 200000
∴
[tex]By \ using \ the \ above \ information \ in \ the \ formula \ for \ calculating \ the \ cash \ flow \ to[/tex]
[tex]\ stackholder, \ we \ get:[/tex]
= $320000 - $40,000 - $ 200000
= $80,000