Answer:
$55,000
Explanation:
The computation of the change in operating income is shown below:
= Buying cost - making cost
where,
Buying cost = Cost of producing parts × outside supplier per unit
= 60,000 parts × $3
= $180,000
And, the making cost would be
= Variable cost + fixed cost × given percentage
= $110,000 + $50,000 × 30%
= $110,000 + $15,000
= $125,000
So, the operating income would be
= $180,000 - $125,000
= $55,000
Answer:
government's policy.
Explanation:
Govenment policies on tax decide what to tax and where to allocate the resources of the tax.
Answer:
Secular bear market
Explanation:
A secular bear market is a long term trend that lasts between 5 to 25 years which consists of a smaller bull market and a larger bear market. It means that a small period of increase in prices is followed by a prolonged period of a decrease in price.
A secular bear occurred between January 1980 to June 1999 in the gold market. During this time, the price of gold fell $850/oz to $253/oz
A secular bull market is a long term trend that lasts between 5 to 25 years which consists of a small period of decline in prices is followed by a prolonged period of a rise in price.
Answer:
C. New equipment was purchased for $145,000 cash. d. A $29,000 note was paid at maturity on January 1 e. On January 1, 2021, bonds were sold at their $58,000 face value. f. Common stock ($45,000 par) was sold for $65,000. 9. Net Income was $90,000 and cash dividends of $50,000 were paid to shareholders. Required: Prepare the statement of cash flows of Wright Company for the year ended December 31, 2021. Present cash flows from operating activities by the direct method. (Amounts to be deducted should be indicated with a minus sign. Enter your answers in thousands (.e., 10,000 should be entered as 10).) WRIGHT COMPANY Statement of Cash Flows For the year ended December 31, 2021 (s in thousands) Cash flows from operating activities Cash inflows Cash outflows Net cash flows from operating activities Cash flows from investing activities
Explanation:
Calculation of equal amount to deposit each year to get the future amount:
It is given that a manufacturer of triaxial accelerometers wants to have $2,800,000 available 10 years from now. So we can say that Future value is $2,800,000. We are also given that the deposit rate is 6% per year.
In order to find out the equal amount to deposit each year we need to calculate the annuity using the future value of annuity formula as follows;
Annuity = Future value of annuity / FV of $1 annuity
FV of $1 annuity (at 6% rate for 10 years) is 13.18079
Hence,
Annuity =2,800,000 / 13.18079 = 212,430.36
Hence , equal amount to deposit each year is $212,430.36
