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Sagot :
Answer:
a) $26
b) 1,038,462 shares
c) i) 0.037 , ii) 0.963
Explanation:
Total market value = 26 million
a) Determine the price at which the new shares will be issued in year 1
number of shares issued after year 1 = ( 1,000,000 + x )
x = new shares
p = price of new share
Total value of firm = Total market value + Dividend payment
= $26 million + $1 million = $27 million
p = Total value / x = 27 million / x ----- ( 1 )
also : x * ( p ) = $1,000,000
back to equation 1
P = $27,000,000 / ( 1,000,000 + x )
p ( 1,000,000 + x ) = $27,000,000
∴ ( 1,000,000 * P ) + 1,000,000 = $27,000,000
hence P = $26,000,000 / 1,000,000
price at which share new share will be issued = $26
b) Determine the number of shares the firm will issue
P( 1,000,000 + x ) = $27,000,000
= 26 ( 1,000,000 + x ) = $27,000,000
x = ( 27,000,000 / 26 ) - 1,000,000
number of shares ≈ 38462
Number of new shares that the firm will need to issue
= ( 1,000,000 + 38462 ) = 1,038,462 shares
c) Determine the expected dividend payments on these new shares and
dividend payment on new shares = New shares / Total outstanding shares
= 38462 / 1,038,462 = 0.037
dividend payment to old shareholder = 1 - 0.037
= 0.963
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