Answer:
Quiet alert state
Explanation:
When a newborn enters in a quiet alert state when he/she does not move, but can listen to voices around. The baby focuses all the attention on listening and observing while being still and adapting to the environment around. In general, after the baby is born, the quiet alert state takes place for an hour more or less.
According to Brazelton's Neonatal Behavioral Assessment Scale, if a newborn's eyes are open and looking at people nearby, while having minimal activity or body movement, the newborn would be in the Quiet Sleep state.
According to Brazelton's Neonatal Behavioral Assessment Scale, if a newborn's eyes are open and looking at people nearby, while having minimal activity or body movement, the newborn would be in the Quiet Sleep state. The Quiet Sleep state is characterized by closed hands, relaxed muscles, and regular breathing. It is one of the six states identified by the scale to understand a newborn's behavior and development.
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Answer:
B. Ratio estimation
Explanation:
According to the information given in the question the best technique for this situation would be B. Ratio estimation. This is because it is defined defined to be the ratio of means of two random variables. "Ratio estimates are biased and corrections must be made when they are used in experimental or survey work" .... Therefore this is the best technique for large accounts like the one in question.
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Answer:
Bonus Army marchers (left) confront the police. The Bonus Army was a group of 43,000 demonstrators – made up of 17,000 U.S. World War I veterans, together with their families and affiliated groups – who gathered in Washington, D.C. in mid-1932 to demand early cash redemption of their service certificates.
Explanation:
The Bonus Marchers, made up of World War I veterans, marched to Washington in the spring of 1932 to demand early payout of their service bonuses due to economic hardship. They staged a weeks-long protest in Washington, setting up camps near the Capitol building.
The Bonus Marchers, also known as the Bonus Expeditionary Force, marched on Washington in the spring of 1932. This protest movement was carried out by approximately fifteen thousand World War I veterans.
The primary cause of their actions was to demand the early payment of their veterans' bonuses. Such bonuses were not due to be paid until 1945, as stated in their service agreements. However, the prevailing economic conditions and the hardships faced by the veterans led them to request early payout of these bonuses.
Upon reaching Washington, they set up camps in vacant federal buildings and in Anacostia Flats, near the Capitol building, and kept their protest going for weeks until it was violently disrupted by the military.
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False. The first meal eaten on the moon by astronauts Neil Armstrong and Buzz Aldrin was not a roasted turkey dinner with all the trimmings. During the Apollo 11 mission, they ate specially packaged food designed for space travel.
False. The first meal eaten on the moon by astronauts Neil Armstrong and Buzz Aldrin was not a roasted turkey dinner with all the trimmings.
During the Apollo 11 mission in 1969, the astronauts' first meal on the moon consisted of specially packaged food items like bacon squares, peaches, sugar cookie cubes, pineapple fruitcake bar, cocoa, and coffee. These food items were designed specifically for space travel and had a long shelf life.
The astronauts rehydrated the food by adding water, and they ate the meals using a spoon or by squeezing them directly into their mouths. The specially packaged food allowed the astronauts to have a nutritious and convenient meal while on the surface of the moon.
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Answer:
The correct answer is : At least 3 miles or 2 miles more than the lowest applicable minimum
Explanation:
For an aircraft dispatcher, it is forbidden to release a flight unless he or she is exhaustively familiar with forecast reports plus the weather conditions on the route to which the airplane will be flying. It has to be taken into account the weather reports. Besides, it has to be dispatched at least 3 miles or 2 miles more than the lowest applicable minimum.
Qs = 700 + 175P,
where quantities are in millions of bushels and prices are in dollars per bushel.
(a) Calculate the equilibrium price and the equilibrium quantity.
(b) Calculate the consumer surplus at the equilibrium price and quantity.
(c) Calculate the price elasticity of demand (at the equilibrium values).
(d) Calculate the price elasticity of supply (at the equilibrium values).
(e) Calculate the arc elasticity of demand if the price of corn increases by 20% above the current equilibrium price.
(f) Calculate the arc elasticity of supply if the price of corn increases by 20% above the current equilibrium price.
(g) Assume that the government has introduced a price floor of $7 per bushel (i.e., the market price cannot go below $7 per bushel).
(i) What quantity of corn will consumers be willing to buy?
(ii) What quantity of corn will consumers be able to buy?
(iii) What quantity of corn will producers be willing to sell?
(iv) What quantity of corn will producers be able to sell?
(v) Will the market clear (i.e., will the quantity demanded equal the quantity supplied)? If not, will there be excess demand (shortage) or excess supply (surplus) of corn? How many bushels?
(a) We must set Qd equal to Qs in order to determine the equilibrium price and quantity:
2,200 - 125P = 700 + 175P
If we solve for P, we obtain:
300P = 1,500
$5 per bushel is P.
By adding P = $5 to either Qd or Qs, we may determine the equilibrium quantity as follows:
Q = 2,200 - 125(5) = 1,575 million bushels
The discrepancy between the highest price consumers are prepared to pay and the market price is known as consumer surplus (b). The quantity demanded at the equilibrium price of $5 per bushel is 1,575 million bushels, hence the highest price consumers would be prepared to pay is:
2,200 - 125(5) = $1,875 million
The consumer surplus is as a result:
$1,847.5 million is equal to (1/2) * (1,875 - 5) * 1,575.
(c) The following formula can be used to determine the price elasticity of demand at the equilibrium:
E is calculated as (% change in amount demanded) / (% change in price).
Qd = 1,575 million bushels and P = $5 per bushel are the values at equilibrium. The quantity requested will vary if the price increases by 1% in the following ways:
(125 / 2,200) * 100 = 5.68%
As a result, the equilibrium price elasticity of demand is:
E = 5.68 / 1 = 5.68
(d) The same formula can be used to get the price elasticity of supply at equilibrium.
E is equal to (% change in provided quantity) / (% change in price).
Qs = 1,575 million bushels and P = $5 per bushel are the values at equilibrium. The amount delivered will alter if the price changes by 1% in the following ways:
(175 / 2,200) * 100 = 7.95%
As a result, the equilibrium price elasticity of supply is:
E = 7.95 / 1 = 7.95
(e) We employ the following formula to get the arc elasticity of demand:
E = ((Q2 - Q1) / ((Q2 + Q1) / 2)) / ((P2 - P1) / ((P2 + P1) / 2))
The new price is: If the price rises by 20% above the $5 equilibrium price, the new price is:
Each bushel, $5 + 0.20 ($5) equals $6.
The newly desired quantity is:
1,450 million bushels - 2,200 - 125(6)
Applying the old and new equilibrium values, we get at:
E = ((1,450 - 1,575) / ((1,450 + 1,575) / 2)) / ((6 - 5) / ((6 + 5) / 2)) = -1.71
Demand is elastic, as indicated by the negative sign.
(f) We apply the same formula to determine the arc elasticity of supply:
E = ((Q2 - Q1) / ((Q2 + Q1) / 2)) / ((P2 - P1) / ((P2 + P1) / 2))
The new price is: If the price rises by 20% above the $5 equilibrium price, the new price is:
Each bushel, $5 + 0.20 ($5) equals $6.
The updated quantity given is:
700 plus 175 (6) equals 1,550 million bushels.
Applying the old and new equilibrium values, we get at:
E = ((1,550 - 1,575) / ((1,550 + 1,575) / 2)) / ((6 - 5) / ((6 + 5) / 2)) = -0.19
The negative sign denotes an inelastic supply.
(g) The new market circumstances when the government sets a price floor of $7 per bushel are:
Qd = 2,200 - 125P
Max Qs = (700 + 175P, 875)
where the maximum function assures that suppliers will only produce and sell at the $7 per bushel price floor level, making 875 million bushels the minimum amount that must be delivered.
I Because their demand function hasn't altered, consumers will be willing to make the same number of purchases as previously. As a result, they are prepared to purchase 1,575 million bushels.
(ii) At the price floor level of $7 per bushel, consumers will only be able to purchase the quantity offered, which is the minimum of the demand and supply functions:
1,525 million bushels are equal to Qd = 2,200 - 125(7).
875 million bushels equals Q.
Hence, only 875 million bushels will be available for purchase by consumers.
Given that their supply function hasn't changed, producers will be willing to sell the same volume as previously. As a result, they are prepared to sell 1,575 million bushels.
(iv) At the price floor level of $7 per bushel, producers will only be able to sell the quantity demanded, which is the minimum of the demand and supply functions:
Qd equals 1,525 million bushels.
Qs equals 700 plus 175 plus 7 to 1,225 million bushels.
Hence, the total number of bushels that farmers can sell is 1,225 million.
(v) There will be an excess of demand (a shortage) of the following since the quantity demanded (1,525 million bushels) exceeds the supply curve (875 million bushels):
875 minus 1,525 equals 650 million bushels.
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