Answer:D. $690
Explanation:
GIVEN THE FOLLOWING :
YEAR 2009
Guns produced = 80
price of gun =$5
Butter produced = 40
price of butter = $4
Year 2018
Guns produced = 90
Price of guns = $6
Butter produced = 60
Price of butter = $10
REAL GDP FOR TYROVIA FOR 2018 USING 2009 AS BASE YEAR IS GIVEN AS:
(GUNS PRODUCED IN 2018 × PRICE OF GUNS IN 2009) + (BUTTER PRODUCED IN 2018 × PRICE OF BUTTER ON 2009)
REAL GDP = ( 90 × $5) + (60 × $4)
REAL GDP = $450 + $240 = $690
Answer:
Dr Cash900
Cr Land900
Dr.Equipment 900
Cr Cash 900
Explanation:
Simpson Company Journal entries required to correct the error that occured, in which expenditure was credited to Cash, but was debited to Land instead of Equipment.
Dr Cash900
Cr Land 900
To reverse erroneous entry
Dr.Equipment900
Cr Cash 900
To record correct entry
A straight bill of lading is most likely to be used when the shipment is to an affiliate.
In keeping with finance management, a straight bill of lading is a document wherein a seller concurs to apply a specific shipping option to ship goods to a sure vicinity, and the invoice is then assigned to a mainly named consignee.
A straight bill of Lading is a non-negotiable invoice of lading. it's miles used when the goods which can be being brought are already paid for or are donations or presents and don't require a charge. The usage of this, the consignee is delivered the products via the delivery business enterprise upon presentation of identification.
The difference between a straight bill of lading and a reserve invoice of lading is the fee fame of the products being shipped. An instant invoice of lading is issued when the goods have been paid for in advance by way of the consignee to the shipper.
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Answer:
5.16%
Explanation:
Missing word <em>"(Assume a face value of $1,000 and annual coupon payments."</em>
Current price of the bond = $980
FV = $1000
Coupon rate = 8%
Term = 10 maturity
After 1 year bond price = $1,200
Remaining life = 9 years (10-1)
New yield rate = [Coupon rate+(Maturity value-Current price) / Useful life] / [0.6*Current price + 0.4*Maturity value]
New yield rate = [1,000*8% + (1,000-1,200) / 9] / [0.6*1,200 + 0.4*1,000]
New yield rate = $57.78 / $1,120
New yield rate = 0.0515893
New yield rate = 5.16%
