Answer:
The answer is $ 200,000
Explanation:
The net income reported by Goodman Auto for the year was,$475,000 - $275,000 = $ 200,000.
The net income is difference between revenue earned by the company and expenses incurred in order to earn this revenue. In the problem goodman auto revenue is equal to 475,000 and expense are 275,000. So the difference between 475,000 and 275,000 will be reported as net income.
Answer:
The bid amount should be $13,200,264.
Explanation:
An oil and gas producing company owns 42,000 acres of land in a southeastern state.
It operates 630 wells which produce 18,000 barrels of oil per year and 1.7 million cubic feet of natural gas per year.
The revenue from the oil is $1,800,000 per year and for natural gas the annual revenue is $581,000 per year.
Total Annual Revenue
= Revenue from oil + Revenue from gas
= $1,800,000 + $581,000
= $2,381,000
The bid amount should be the present worth of total annual revenue.
Present Worth of total annual revenue
= 
= 
= 
= 
= 
= 
= $13,200,264
I would say just stop being around them and don't speak or talk about them if u dont wanna be they topic
Answer:
From the attached excel file, we havee:
Revenue and spending income from operations variance = $4,566 Favorable
Activity income from operations variance = -$5,860 Unfavorable
Explanation:
Note: See part a of the attached excel file for the flexible budget performance report that shows both revenue and spending variances and activity variances for September.
Also Note: See parts b and c of the attached excel file for the calculations of revenue and spending variances and activity variances respectively for September.
Answer:
C = 0.05*x + 34
Explanation:
There are several ways to approach this problem. However, we will follow a logical and simple procedure.
It is always possible to write any linear equation as:
y = mx + b, where:
m = slope
b = y-intercept (value when x = 0)
The problem statement guarantees us that b=34, because if we do not drive any mile (x=0), then the cost should be equal to $ 34. Also, we know that m=0.05, because every driven mile (increase in x by 1) the cost should increase by $5. Therefore, we can write the linear equation as:
y = 0.05x + 34
Changing the dependent variable y for C (to relate it with the cost) we have that:
C = 0.05x + 34
