Assume the economy is on aggregate demand AD1. The Fed should attempt to raise investment by enough to shift aggregate demand fr
om AD1 to _____. rev: 06_20_2018 Multiple Choice AD2 and then to AD3 AD4 and then to AD3 AD3 and then to AD4 AD3 and then to AD2
1 answer:
Answer:
AD2 and then to AD3
Explanation:
If the investment is continued to increase by federal reserve it would only be feasible when money creation decreases the interest rate.
The aggregate demand would then be expanded and the aggregate demand curve shifted to the right. The necessary increase in aggregate demand must be such that aggregate shifts in demand curve from AD1 to AD2 to AD3.
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Answer:
A) ≈ 3.509 grams
B) The process is not capable because the lowest Cpk which is 1.89 ≈ 1.9 is far from the ideal 1.33 capability index number ( NO )
c) 1.051 ounces
Explanation:
A) The largest standard deviation ( in grams)
This can be calculated applying the capability index formula and according to the capability index formula the value at which a process is capable is at : 1.33
hence the largest standard deviation = upper limit - lower limit / 6 * 1.33
( 354 - 326 ) / 7.98 = 3.5087 ≈ 3.509 grams
B) we first calculate the process mean and std of the box
standard deviation =
std of the six-bar box = = 2.106
process mean = 6 * ( 1.03 * 28.33) = 175.079
the mean is not centered between the upper specification and the lower specification hence we will apply the formulae used in calculating the capability index for an uncentered process
Cpk = (upper value - process mean) / (3 * std of box),
= (187 - 175.079) / ( 3 * 2.106) = 11.921 / 6.318 = 1.89
Cpk = (process mean - lower value ) / (3*std of box)
= ( 175.079 - 153 ) / (3 * 2.106) = 22.079 / 6.318 = 3.49
The process is not capable because the lowest Cpk which is 1.89 ≈ 1.9 is far from the ideal 1.33 capability index number ( N0 )
c ) lowest setting
calculate the value of the mean using capability index of 1.33
Cpk = (upper value - mean ) / 3 * std
mean = 187 - 1.33 * 3 * 2.106
= 187 - 8.40 = 178.60 grams
Cpk = ( process mean - lower value ) / 3 * std
mean = 1.33 * 3 * 2.106 + 153
= 8.40 + 153 = 161.40 grams
the lowest setting in ounces
= 178.60 / ( 6 bar * 28 .33)
= 178.60 / 169.98 = 1.051 ounces
Answer:
$2200000
Explanation:
Given: Beginning inventory= $500000.
Inventory purchased= $2000000 with discount of 10%.
Freight cost= $200000.
Ending Inventory= $300000.
Cost of goods sold=
⇒ Cost of goods sold=
⇒ Cost of goods sold=
⇒ Cost of goods sold=
Opening parenthesis
⇒ Cost of goods sold=
∴ Cost of goods sold=
Hence, $2200000 is the company’s 2017 cost of goods sold.
Answer:
Please find the complete question in the attached file.
Explanation:
