Answer:
August 1
Dr Legal Expense $9,600
Cr Common stock $8,000
Cr Paid Capital $1,600
August 15
Dr Cash $78,000
Cr Common stock $50,000
Cr Paid in Capital $28,000
October 15
Dr Land $51,000
Cr Common stock $30,000
Cr Paid in Capital $21,000
Explanation:
Preparation of the journal entries to record the stock issuances on August 1, August 15, and October 15.
August 1
Dr Legal Expense $9,600
Cr Common stock $8,000
(800 shares*$10 par value)
Cr Paid Capital $1,600
($9,600-$8,000)
(To record stock issuances)
August 15
Dr Cash $78,000
Cr Common stock $50,000
(5,000shares*$10 par value)
Cr Paid in Capital $28,000
($78,000-$50,000)
(To record stock issuances)
October 15
Dr Land $51,000
Cr Common stock $30,000
(3,000shares*$10 par value)
Cr Paid in Capital $21,000
($51,000-$30,000)
(To record stock issuances)
Answer:
A debit to raw material of $95,000
Explanation:
Raw material inventory is an asset, due to debit nature of this account an addition in the raw material will require a debit entry in this account and credit to cash / account payable.
The journal entry for purchase of raw material is as follow
General Ledger Dr. Cr.
Raw Material Inventory $95,000
Cash / Account Payable $95,000
Answer:
The amount of money we will have after the investment will be $ 4,800.
Explanation:
Simple interest is the system of calculation in which the interests generated by a capital are not capitalized, that is, when the interests are withdrawn separately and they do not accumulate in the capital that produced them. In other words, in the simple interest calculation the interest is not productive and it must always resort to the initial capital contributed.
Therefore, if the initial capital is $ 3,000 and the interest rate is 6% with a duration of 10 years, we must calculate this percentage and multiply it by 10 to obtain the sum of money that we will have at the end of the investment:
3,000 x 6/100 = 180
180 x 10 = 1,800
3,000 + 1,800 = 4,800
As we can see, the amount of money we will have after the investment will be $ 4,800.
Answer:
The answer is $1357.85
Explanation:
Future value= Σ C(1+i)^n
FV = 116(1.141^3) + 135( 1.141^2) + 885(1.141) = $1357.85