Answer:
That´s so cool...... don´t forget to be thankful you have a car
Explanation:
Answer:
Allocated administrative cost for mixing is $81000
And allocated administrative cost for for bottling is $81000
Explanation:
We have given total number of employs for mixing = 350
And total number of employs for bottling = 350
Administrative cost = $162000
So total number of employs = 350+350 = 700
So allocation base for mixing 
So allocated amount for mixing = 0.5×$162000 = $81000
Allocation base for bottling = 
So allocated amount for bottling = 0.5×$162000 = $81000
Answer:
The predicted value of Revenue is $98.24.
Explanation:
The data provided is for the weekly gross revenue, the amount of television advertising and the amount of newspaper advertising.
Determine the regression equation developed to estimate the amount of weekly gross revenue based on television advertising using Excel.
Consider the Excel image for Summary Output for Weekly Revenue Vs. T.V. Adv.
The estimated regression equation with the amount of television advertising as the independent variable is:
<em>Revenue </em>= 89.31 + 1.27 <em>TVAdv</em>
Consider the Excel image for Summary Output for Weekly Revenue Vs. T.V. Adv. & News Adv.
The estimated regression equation with both television advertising and newspaper advertising as the independent variables is:
<em>Revenue </em>= 83.78 + 1.78 <em>TVAdv</em> + 1.47 <em>NewsAdv </em>
For TVAdv = $4.9 and NewsAdv = $3.9 predict the value of Revenue as follows:


Thus, the predicted value of Revenue is $98.24.
Answer: The Break-Even Point will reduce from $4,285.71 to $4,125
Explanation:
To get the Break-Even Point we can divide Fixed Assets by the Contribution margin.
The Contribution Margin is the Selling Price minus the Variable Cost.
For Scenario 1 the Break-Even Point will be,
= 15,000 / ( 6 - 2.50)
= $4,285.71
For Scenario 2 the Break-Even Point is,
= 16,500 / 6.5 -2.5
= $4,125
The Break-Even Point for Scenario 2 means that even though the higher Fixed Costs could have led to a higher Break-Even Point, the higher price contributed more than the fixed costs did and led to an ultimately lower Break-Even Point than the first Scenario.
Answer and Explanation:
Simply enough, the IRS comes for you and charges a failure to pay penalty. The penalty is 0.5% of your previous unpaid taxes for every month. So if you wouldn't want to lose more money, I'd suggest you pay your taxes.