Answer:
-0.136 and $528
Explanation:
Given that
p = 50 - 0.5Q
where,
Q = 88
So, p equals to
= 50 - 0.5 × 88
= 50 - 44
= $6
As it is mentioned that
p = 50 - 0.5Q
0.5Q = 50 - p
Q = 100 - 2p
And we know that
Price elasticity of demand is
= Percentage Change in quantity demanded ÷ Percentage Change in price
So,
= -2 × (6 ÷ 88)
= -0.136
And, the revenue is
= Price × Quantity
= $6 × 88
= $528
Answer:
The correct answer is number (1): double indemnity provision.
Explanation:
A double indemnity provision is added in life insurance to double the amount the beneficiaries of the policyholder receive in front of his or her death in an accident. Double indemnity provision does not cover events in which the policyholder dies because of natural reasons or when those individuals had hazardous jobs. Premiums are higher with a double indemnity provision.
by automatically generating shipping forms
Answer:
Needs, wants, and ability to purchas
Explanation:
There is no reason to focus on consumer needs thousands of years ago. But we can say that technological advances and communication are wreaking havoc in this regard. Trends and fashions mark each day more than we want to obtain, consume and buy. And that has multiplied by a thousand in the last hundred years
Answer: Decrease and Increase
Explanation:
According to the Mundell–Fleming model, in an economy with flexible exchange rates, expansionary fiscal policy will cause the net exports to decrease. Expansionary fiscal policy shifts the IS curve rightwards, as a result BOP surplus created in the economy. So, exchange rate decreases to shift the BOP back to its initial position. As a result of lower exchange rate, exports falls. Hence, net exports decreases.
Expansionary Monetary policy will cause the net exports to increases. Expansionary Monetary policy shifts the LM curve rightwards, as a result BOP deficit created in the economy. So, exchange rate increases to shift the BOP back to its initial position. As a result of higher exchange rate, exports increases. Hence, net exports increases.