construct a quadriteral PQRS, given that QR=4.5cm PS=5.5cm,RScm5cm and diagonalPR=5.5cmand diagonal SQ=7cm

Pelder Products company manufactures two types of engineering diagnostic equipment used in The construction. in two products are

iren2701 [21]

Answer:

b. $ 264

Explanation:

Engineering

design mat. handling Setup Total

$6,000 $5,000 $3,000 $14.000

2 for X-rays 400 8 for X-rays

1 for ultrasound 600 7 for ultrasound

costs fro producing 100 ultrasound machines:

direct materials $8,000
direct labor $12,000
design costs = ($6,000/3) x 1 = $2,000
setup costs = ($3,000/15) x 7 = $1,400
material handling costs = ($5,000/1,000 parts) x 600 = $3,000

total production costs = $26,400

production costs per unit = $26,400 / 100 units = $264

3 0

4 years ago

4. You own a Portfolio that is invested 43 percent in Stock A, 16 percent in Stock B, and 41 percent in Stock C. The "Expected R

Marrrta [24]

Answer:

A.) The "Expected Return" of the Portfolio is 11.26%

B.) The "Variance" of the Portfolio is 6.749238

C.) The "Standard Deviation" of the Returns on this Stock is 2.5979%

Explanation:

A.) Expected return on portfolio = 0.43x9.10 + 0.16x16.70 + 0.41x11.40

= 11.26%

Therefore, The "Expected Return" of the Portfolio is 11.26%

B.)

"Variance" of the Portfolio = probability*(deviation)^2

Stock A:

probability = 0.43

(deviation)^2 = (9.1 - (0.43*9.1 + 0.16*16.7 + 0.41*11.4))^2

= (9.1 - (3.913 + 2.672 + 4.674))^2

= (9.1 - 11.259)^2

= (-2.159)^2

= 4.6613

Stock B:

probability = 0.16

(deviation)^2 = (9.1 - (0.43*9.1 + 0.16*16.7 + 0.41*11.4))^2

= (16.7 - (3.913 + 2.672 + 4.674))^2

= (16.7 - 11.259)^2

= (5.441)^2

= 29.6045

Stock C:

probability = 0.41

(deviation)^2 = (11.4 - (0.43*9.1 + 0.16*16.7 + 0.41*11.4))^2

= (11.4 - (3.913 + 2.672 + 4.674))^2

= (11.4 - 11.259)^2

= (0.141)^2

= 0.0199

"Variance" of the Portfolio = 0.43x4.6613 + 0.16x29.6045 + 0.41x0.0199

= 2.004359 + 4.73672 + 0.008159

= 6.749238

Therefore, The "Variance" of the Portfolio is 6.749238

C.) "Standard Deviation" = square root of variance

Stock A = 1.4158

Stock B = 2.1764

Stock C = 0.0906

"Standard Deviation" of the Returns on this Stock = 1.4158 + 2.1764 + 0.0906

= 2.5979%

Therefore, The "Standard Deviation" of the Returns on this Stock is 2.5979%

8 0

3 years ago

Your local government needs to increase tax revenue. To increase tax revenue it can either increase the property tax on resident

sweet [91]

The government wants to impose the smallest excess burden possible. My recommendation would be to increase the property tax only on residential property because taxpayers are allowed to deduct property taxes from federal income tax inability, thus reducing the amount they must pay in federal taxes.

Explanation:

To increase tax revenue it can either increase the property tax on residential property or increase the property tax on all property. The government wants to impose the smallest excess burden possible.
to increase the property tax only on residential property because taxpayers are allowed to deduct property taxes from federal income tax inability, thus reducing the amount they must pay in federal taxes.
The examples of federal taxes are,
The Income taxes. Income taxes can be charged at the federal, state and local levels.
The Sales taxes. Sales taxes are taxes on goods and services purchased.
Payroll taxes.
Property taxes.
Estate taxes,etc

7 0

3 years ago

Liam is the operations manager of a construction company. During a project, a shipment of rafters is delayed by a week. However,

PSYCHO15rus [73]

In the given scenario, it is most likely that the installation of rafters is an activity that , the installation of rafters is an activity which is not on the critical path

Explanation:

From the above question we know that Liam is the manager of the operations in a company which is related to a construction. Therefore in a company which deals with construction,they need the products required for construction to be delivered on a timely manner , but in this scenario, the shipment got delayed and since the delay of the shipment does not affect the deadline of the project Liam is not worried about the delay . So, it is clear that the installation of the rafters <u>is an activity that is not on the Critical Path</u>

4 0

3 years ago

W m dnenwd dwqwdnm fnmqkhbbhksadbhsAhcsaBHcsAH

Kazeer [188]

Answer:

fnmqkhbbhksadbhsAhcsaBHcsAH

7 0

3 years ago

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construct a quadriteral PQRS, given that QR=4.5cm PS=5.5cm,RScm5cm and diagonalPR=5.5cmand diagonal SQ=7cm​

construct a quadriteral PQRS, given that QR=4.5cm PS=5.5cm,RScm5cm and diagonalPR=5.5cmand diagonal SQ=7cm