Two capacitors with 2.0 F and 3.0 F capacitance, respectively, are connected in series and subjected to a total potential difference of 100 V. Find the (a) total capacitance,
(b) charge stored in each capacitor, and (c) potential difference across each capacitor
How many ways can 4 baseball players and 3 basketball players be selected from 12 baseball players and 9 basketball players?
Applications of Modern and Nuclear of Differential Equation in Physics
Applications of Mechanics of Differential Equation in Physics
Applications of Electronics of Differential Equation in Physics
Dry run the following code and show the output in the end. Explain each step in your answer
void main()
{
int first, second, temp;
first= 25, second=12, temp=0;
temp = first;
first = second;
second = temp;
cout<< first<<endl;
cout<<second;
return 0;
}
A capacitor consists of two square metal plates, each measuring 5.00×10^2m on a side. In between the plates is a sheet of mica measuring 1.00×10^4m thick.
(a) What is the capacitance of this capacitor? If the charge in one plate is 2.00×10^8C.
(b) What is the potential difference?
(c) What is the electric field between the plates?
Give: Permittivity of Mica (E= 4.8×10^-11C²/N.m²)
What is the effect of an increase in investment on employment and and output in the economy, interpretation with the keynesian diagram?
Ask the user for an integer then ask the user if he/she wants to count up or down. Display a table of numbers where the first column contains the counter, the second column contains the counter plus 10, and the third column contains the counter plus 100. Make it so each number takes up 5 spaces total. If counting up, the first column should contain numbers 1 through the user input; If counting down, the first column should contain numbers -1 through the the negative of the user input; Do user input validation on the word "up" and "down". Allow for any case.
Suppose three cellphones are tested at random. We want to find out the number of defective cellphones that occur. Let X be the random variable that represents the number of defective cellphones. Let D represent the defective cell phone and N for non-defective.