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Fund A has 179 shares of ATT valued at $42 each and 37 shares of Toro valued at $82 each
Fund A has 179 shares of ATT valued at $42 each and 37 shares of Toro valued at $82 each. Closed-end Fund B has 82 shares of ATT and 79 shares of Toro. Both funds have 1,000 shares outstanding. a. What is the NAV of each fund using these prices? (Round your answers to 3 decimal places. (e.g., 32.161)) b. If the price of ATT stock increases to $43.25 and the price of Toro stock declines to $79.292, how does that impact the NAV of both funds? (Negative amounts should be indicated by a minus sign. Do not round intermediate calculations. Round your answers to 2 decimal places. (e.g., 32.16)) c. Assume that another 162 shares of ATT valued at $42 are added to Fund A. The funds needed to buy the new shares are obtained by selling 645 more shares in Fund A. What is the effect on Fund A’s NAV if the prices remain unchanged from the original prices? a. NAV of Fund A NAV of Fund B % b. Percentage change in NAV Fund A Percentage change in NAV Fund B c. Percentage change in NAV Fund A % %
Expert Solution
Answer :
a)
NAVopen-ended funds = Market value of funds / Number of shares
= ( 179 * $42 + 37 * $82 ) / 1,000
= $10,552 / 1000
NAVopen-ended funds = 10.552
NAVclosed-ended funds = ( 82 * $42 + 79 * $82 ) / 1,000
= $9,922 / 1,000
NAVclosed-ended funds= 9.922
b)
NAVOpen-ended funds = Market value of funds / Number of shares
= ( 179 * $43.25 + 37 * 79.292 ) / 1,000
= $10,675.554 / 1,000
= 10.675554
NAVClosed-ended funds = ( 82 * $43.25 + 79 * $79.292 ) / 1,000
= $9810.568 / 1,000
= 9.810568
Now, calculate the percentage change as follows :
% change in NAVopen-ended funds = 10.675554 - 10.552 / 10.552
= 1.17%
% change in NAVclosed ended funds = 9.810568 - 9.922 / 9.922
= - 1.12%
c)
NAVOpen-ended funds = Market value of funds / Number of shares
= [ ( 179 + 162 ) * $42 + 37 * $82 ] / ( 1,000 + 645 )
= 17,356 / 1,645
= 10.55
Calculate the percentage changes as follows :
% change in NAVopen-ended funds = 10.55 - 10.55 / 10.55 = 0%
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