Question: Aanswer all. As an upgrade to your program, more complex calculations can be processed and the outputs of calculations can be sent directly to a

Aanswer all.

As an upgrade to your program, more complex calculations can be processed and the outputs of

calculations can be sent directly to a financial analysis program to aid in generating automated financial reports. There are concerns by your superiors about outputs of calculations being lost in transit from

your calculator program to the financial analysis program which could lead to errors in the

automatically-generated financial report. Explain to your superiors how the operating system will

ensure there is no loss in transmitted information from the calculator program to the financial analysis

program

Aanswer all.As an upgrade to your program, more complex calculations can beprocessed and the outputs ofcalculations can be sent directly to a financialanalysis program to aid in generating automated financial reports. There are concerns

Which TWO statements about Gauss's Law of electrostatics are INCORRECT in the following five options? O The electric field that is normal to the Gaussian surface should not be taken into account The Gaussian surface must be a closed surface. O) If the medium enclosed by the Gaussian surface has a higher permittivity, the total flux of the electric displacement vector will not change. A larger Gaussian surface will increase the magnitude of the total electric flux in a charge-free region. O The total electric flux going through the Gaussian surface is determined by the enclosed charges and the medium permittivity.A hemispherical Gaussian surface of radius 0.60m is in a region of space with a uniform, 230N/C-electric field. The angle between the field and the normal to the flat part of the Gaussian surface is 30 (see figure). a. Describe how such a field could be created. ........ b. What is the total electric flux through the Gaussian surface? c. What is the electric flux through the flat, circular part of the Gaussian surface? d. What is the electric flux through the spherical part of the Gaussian surface?20. (5) Consider the spherical Gaussian surface on the left (dashed circle) and the ball of charge (solid black circle) on the right. Calculate the net electric flux out of the Gaussian surface due to the ball of charge. You may just write an

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