Answer:
Yes
Explanation:
Emails show an agreement between the defendant and the plaintiff and as long as they are proved to be actually between the parties, it is considered evidence.
Answer:
Net income to be earned = $58,500
Explanation:
The net income to be earned can determined as follows:
<em>Net income = (sales value - Variable costs) - Fixed costs</em>
With an increase in selling price by 10%, the total sales value would now be
Total sales value = 110% × 315,000 =$346,500
Net income therefore would be
= (346,500 - 218,000) - 70,000
= $58,500
Not that the fixed cost will not change because it is independent of volume and also the variable cost has been stated to remain the same.
Answer: Option C
Explanation: In simple words, macroeconomics refers to that branch of economics which studies the economy as a whole.
The equilibrium in macroeconomic aspect refers to a situation when the aggregate demand of an economy equals its aggregate supply in the market.
The demand generates from the expenditure and the supply generates from the production.
Hence from the above we can conclude that the correct option is C.
Answer:
the answer is yes or true
Explanation:
you can understand it by Pricing strategy is the overarching approach used to set pricing for a company's products and services. It doesn't define actual price points, but the pricing structure is a consequence of the strategy, and it's where you set the price customers see
Answer: Price of pumpkins will fall compared to last year.
Explanation: Favorable weather leading to a larger crop than usual means that there is more supply of pumpkins this year than before. Shifting the supply curve down to the right. At the same time, when people switch away from jack-o'-lanterns towards buying more costumes, it leads to a decline in the demand for pumpkins shifting the demand curve to the left.
The net result will be a decline in the demand for fall in the price of pumpkin. However, the effect on the quantity cannot be determined as it depends on the magnitude of shift in the two curves.
