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Korvikt [17]
3 years ago
15

Dunn received 100 shares of stock as a gift from Dunn's grandparent. The stock cost Dunn's grandparent $32,000, and it was worth

$27,000 at the time of the transfer to Dunn. Dunn sold the stock for $29,000. What amount of gain or loss should Dunn report from the sale of the stock?
Business
1 answer:
Romashka-Z-Leto [24]3 years ago
5 0

Answer:

The amount of gain or loss that DUNN should report is $0.

Explanation:

Here we have to take out what would be the gain or loss for Dunn when he sells the stock given to him as a gift by his grandparents. Here we have to clear out what would be the Dunn basis for gain or loss, so that we can tell whether he earned a gain or loss.

For Dunn to take out the basis for gain would be similar to the donors ( in this case his grandparents ) basis for gain which is $32,000 AND Dunn has sold the stock for $29,000, so he definitely hasn't made the gain.

For Dunn to take out the basis for loss , he will suffer loss when if the amount at which he sells the stock is less than the amount which was at the date of transfer of stock $27,000, and as it is given he sells the stock at $29,000 , which is more than $27,000, so he definitely hasn't suffered loss also.

Thus we can say that he has neither suffered loss nor earn a gain.

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3 years ago
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Solution:

Given Information,

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Operation Hour (t) = 5200h

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Calculate heat output from the boiler  Q_{out} = Q_{in} x n_{furnance}

                                                                      = 5.5 x 10^{6} x 0.7

                                                                      = 3.85 x 10^{6} Btu/h

Calculate the heat input to the boiler after the tune-up

(Q_{in} ){new} = Q_{out} / (n_{furnance} ){new}

               = 3.85 x 10^{6} / 0.8

               = 4.8125  x 10^{6} Btu/h

Calculate the saved energy after the tune-up

(Q_{in} ){saved} = Q_{in} - (Q_{in} ){new}

                 = 5.5 x 10^{6} - 4.8125  x 10^{6} Btu/h

                 = 0.6875  x 10^{6} Btu/h

Calculate the annual energy saving ( E_{Saving} )

E_{Saving} = (Q_{in} ){saved} x t

           = ( 0.6875  x 10^{6} Btu/h ) ( 5200 hr/yr)

           = 3575 x 10^{6} Btu/h

Calculate the annual cost saving

Annual cost saving = E_{Annual saving} x Unit cost

                                = 3575 x 10^{6} Btu/h x \frac{23 dollar}{10^{6}Btu }

                                = 82225

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