Answer:
Total product A Sales = $132000
Total Product B Sales = $182000
Total Sales of Both Products = $314000
Explanation:
The Product A sales calculated using the formula = Budgeted Units Sold x Sales price Per Unit of Product A
Total Product A Sales = 12000 x $11 = $132000
The Product B sales calculated using the formula = Budgeted Units Sold x Sales price Per Unit of Product B
Total Product A Sales = 14000 x $13 = $182000
Total sales of Both product = Total Product A Sales + Total Product B Sales
Total Sales of Both Product = $132000 + $182000 = $314000
The budgeted sales for the Modesto Corp. is $314000
Answer:
As the question was not complete. I have attached the complete question in the attachment. Please refer to attachment.
Explanation:
<em>By using, LD = 95- 3w and w1 = 7.25 and w2 = 9. We get,
</em>
<em>LD1 = 95-3(7.25) = 73.25
</em>
<em>LD2 = 95-3(9) = 68
</em>
Elasticity = Change in labor demand/ change in wage rate = ((68- 73.25)/ 73.25)/ ((9-7.25/7.25)) = -0.33
The 11 percent change in the wage rate causes, 33% change in labor demanded, as shown by the elasticity, the labor demand decreases with increase in wage rate.
Answer:
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