Answer:
MR = 10 – 1q1.
Explanation:
Demand function, P = 20 – 0.5Q
Q = q1 + q2
Now insert Q in the P = 20 – 0.5Q.
P = 20 – 0.5 (q1 + q2)
We have the value of q2 = 20.
P = 20 – 0.5 (q1 + q2)
P = 20 – 0.5 (q1 + 20)
P = 20 – 0.5q1 – 10
P = 10 – 0.5q1
Total revenue of firm 1, TR = Pq1
TR = 10q1 – (0.5q1)^2
Now MR is the differentiation of TR. So the MR after differentiation if TR of firm 1 is:
MR = 10 – 1q1
Use your credit card and pay it off each month
Answer: To meet the requirements, he needs to constantly change product state to condition in his exported feed. The best way to do this each time: <u><em>Submit his feed without changing it, and then use feed rules to automatically change product state to condition.</em></u>
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<u><em>Therefore, the best option in this case is (a)</em></u>
Answer:
Price of stock = $78.143
Explanation:
According to the dividend valuation model , the current price of a stock is the present value of the expected future dividends discounted at the required rate of return.
So we will discount the steams of dividend using the required rate of 11.0% as follows
Price of stock =3.15 × 1.11^(-1) +3.55× 1.11^(-2) +4.05 1.11^(3) +95× 1.11^(-3)
=78.143
Price of stock = $78.143
The equation for problem above is:
350.25+12/100*x=800.5
12/100*x=800.5-350.25
12/100*x=450.25
12x=45025
x=45025/12=3752.08
But the question is "at <span>least" $800.50 so the final answer is
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