External link to 4. Consider an n-channel MOS process with the following parameters: substrate doping density Na=1016 cm3, polysilicon gate doping density No (gate) = 2×1020 cm, gate oxide thickness tox= 50nm, and source and drain diffusion doping density No= 101 cm. In addition, we assume the junction depth of the source and drain diffusion regions is r=1.0 um. Plot the variation of the threshold voltage Vas a function of the channel length (L varies from 0.5 to 6pm). Note: use the first order AV: equation we derived in class.

4. Consider an n-channel MOS process with the following parameters: substrate doping density Na=1016 cm3, polysilicon gate doping density No (gate) = 2×1020 cm, gate oxide thickness tox= 50nm, and source and drain diffusion doping density No= 101 cm. In addition, we assume the junction depth of the source and drain diffusion regions is r=1.0 um. Plot the variation of the threshold voltage Vas a function of the channel length (L varies from 0.5 to 6pm). Note: use the first order AV: equation we derived in class.

4. Consider an n-channel MOS process with the following parameters: substrate doping density Na=1016 cm3, polysilicon gate doping density No (gate) = 2×1020 cm, gate oxide thickness tox= 50nm, and source and drain diffusion doping density No= 101 cm. In addition, we assume the junction depth of the source and drain diffusion regions is r=1.0 um. Plot the variation of the threshold voltage Vas a […]

External link to The following data applies to the two unrelated companies Lloyd Bhd and Cole Bhd: – Lloyd Bhd Cole Bhd RM RM Profit before tax for the year to 30 June 2017 1,300,000 136,000 Taxable income for the year to 30 June 2017 340,000 150,000 Deferred tax liability 1 July 2016 90,000 Deferred tax asset 1 July 2016 15,000 Taxable temporary differences at 30 June 2017 960,000 306,000 Deductible temporary differences at 30 June 2017 70,000 All taxable and deductible temporary differences relate to the profit or loss. Assume a corporate tax rate of 30%. Required: a) Prepare the journal entries to record the current and deferred tax for 30 June 2017 for each company. (10 marks)

The following data applies to the two unrelated companies Lloyd Bhd and Cole Bhd: – Lloyd Bhd Cole Bhd RM RM Profit before tax for the year to 30 June 2017 1,300,000 136,000 Taxable income for the year to 30 June 2017 340,000 150,000 Deferred tax liability 1 July 2016 90,000 Deferred tax asset 1 July 2016 15,000 Taxable temporary differences at 30 June 2017 960,000 306,000 Deductible temporary differences at 30 June 2017 70,000 All taxable and deductible temporary differences relate to the profit or loss. Assume a corporate tax rate of 30%. Required: a) Prepare the journal entries to record the current and deferred tax for 30 June 2017 for each company. (10 marks)

 The following data applies to the two unrelated companies Lloyd Bhd and Cole Bhd: – Lloyd Bhd Cole Bhd RM RM Profit before tax for the year to 30 June 2017 1,300,000 136,000 Taxable income for the year to 30 June 2017 340,000 150,000 Deferred tax liability 1 July 2016 90,000 Deferred tax asset 1 July 2016 15,000 Taxable temporary differences at 30 June 2017 […]

External link to store all the rainfall excess ITONI lile pus 10. The runoff coefficient and the curve number are important paramet design of stormwater holding ponds. A water management district specifies the period storm and a duration of 6 hr for all rainfall data. During this storm event, the volume of rainfall excess for a 100-ac urban watershed was measured at 725,000 ft. For this area, what is the runoff coefficient and curve number? Assume (from field measurements) that there is no initial abstraction.

store all the rainfall excess ITONI lile pus 10. The runoff coefficient and the curve number are important paramet design of stormwater holding ponds. A water management district specifies the period storm and a duration of 6 hr for all rainfall data. During this storm event, the volume of rainfall excess for a 100-ac urban watershed was measured at 725,000 ft. For this area, what is the runoff coefficient and curve number? Assume (from field measurements) that there is no initial abstraction.

store all the rainfall excess ITONI lile pus 10. The runoff coefficient and the curve number are important paramet design of stormwater holding ponds. A water management district specifies the period storm and a duration of 6 hr for all rainfall data. During this storm event, the volume of rainfall excess for a 100-ac urban watershed was measured at 725,000 ft. For this area, what […]

External link to Java: Simple Rest Server-Payment Methods endpoint

Java: Simple Rest Server-Payment Methods endpoint

Instructions Create a simple server that uses simple design patterns Factory: Your server should parse the routes and create a new Processor class depending on the route Builder: The process method of your Processor should use the Builder pattern to create a response. DAO: Make a class that abstracts the data interactions away from the rest of the app Singleton: Wrap your dao instance as […]

External link to 2) Consider the linear system – AY=6 v. where Y0 =CO). Circle the letters of all the true statements about this system. a. There are straight line solutions that live on the y-axis. c. All non-equilibrium solutions travel at the same speed. d. If we start the eigenvectors for this system at the origin, they all live on the y-axis. e. There are no straight line solutions that live on a line through the origin. f. An equilibrium “point” or solution for this system is Y g. Distinct solution curves for this system can touch or cross. h. As / increases, all non-equilibrium solutions travel in the positive x direction. i. The speed of non-equilibrium solutions depends on the distance from the x-axis. j. This system is completely decoupled. k. This system has repeat eigenvalues. are examples of eigenvectors for this system. m. All distinct solution curves travel at a constant speed. Sketch the phase portrait for this system below. Be sure to label your axes.

2) Consider the linear system – AY=6 v. where Y0 =CO). Circle the letters of all the true statements about this system. a. There are straight line solutions that live on the y-axis. c. All non-equilibrium solutions travel at the same speed. d. If we start the eigenvectors for this system at the origin, they all live on the y-axis. e. There are no straight line solutions that live on a line through the origin. f. An equilibrium “point” or solution for this system is Y g. Distinct solution curves for this system can touch or cross. h. As / increases, all non-equilibrium solutions travel in the positive x direction. i. The speed of non-equilibrium solutions depends on the distance from the x-axis. j. This system is completely decoupled. k. This system has repeat eigenvalues. are examples of eigenvectors for this system. m. All distinct solution curves travel at a constant speed. Sketch the phase portrait for this system below. Be sure to label your axes.

2) Consider the linear system – AY=6 v. where Y0 =CO). Circle the letters of all the true statements about this system. a. There are straight line solutions that live on the y-axis. c. All non-equilibrium solutions travel at the same speed. d. If we start the eigenvectors for this system at the origin, they all live on the y-axis. e. There are no straight […]

External link to For the differential manometer shown, find the difference of pressure between points A and B(PA – PB = ?). Consider the specific gravity of the oil to be 0.85”

For the differential manometer shown, find the difference of pressure between points A and B(PA – PB = ?). Consider the specific gravity of the oil to be 0.85”

For the differential manometer shown, find the difference of pressure between points A and B(PA – PB = ?). Consider the specific gravity of the oil to be 0.85”

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