A simple game where a player needs to guess a number between...

Name: A simple game where a player needs to guess a number between 0 and 99. use the function magicNumber=random(0,99) to generate the number automatically. If the guessed number isn't correct, then the LCD displays a message on line 2 with the info if the secret number is bigger or smaller than the number guessed by the player.
Uploaded: 2023-02-10T11:09:26-08:00
Duration: 8 min
Channel: Sri K
Description: A simple game where a player needs to guess a number between 0 and 99. use the function magicNumber=random(0,99) to generate the number automatically. If the guessed number isn't correct, then the LCD displays a message on line 2 with the info if the secret number is bigger or smaller than the number guessed by the player.

A simple game where a player needs to guess a number between 0 and 99. use the function magicNumber=random(0,99) to generate the number automatically. If the guessed number isn't correct, then the LCD displays a message on line 2 with the info if the secret number is bigger or smaller than the number guessed by the player.

Transcript

00:03 Solution of this question is for an infinity for an infinitely charged seat the electric field the electric field is given by e is equal to to sigma divide by two epsilon.

00:58 Here, sigma is the surface charge density and epsilon is the permittivity of the medium.

01:05 Now the diagram is, sigma is equal to two, sigma plus is equal to two nanoculum per meter square.

01:26 This is seat one, seat one, sigma is equal to minus 5 nanocouple meter square this is sheet 2 and this distance is 4 centimeter suppose the seat are kept in vacuum so sigma is equal to sigma not this is epsilon 0 is equal to 8 .85 10 raise to par minus 12 coulomb square per newton meter square.

02:20 So for part a, part a, seat 1 and seat 2, this is 1, this is 1, this is 1 second and 3rd region.

02:39 And this distance is given 4 cm.

02:45 So at any point in region 1, point in region 1.

03:03 Electric field, electric field due to seat 1 is equal to sigma 1 divided by 2 epsilon 0.

03:16 Electric field due to c2 is equal to e2 is equal to sigma 2 divide by 2 epsilon 0 sigma e1 has negative x direction and e2 has positive x direction so electric field in region 1 electric field in region 1 is is equal to sigma 1 divided by 2 epsilon 0 minus sigma 2 divide by 2 epsilon 0 this is plus so 1 divided by 2 epsilon 0 sigma 1 plus sigma 2 so now, substituting given values 1 divided by 2 epsilon 0, sigma 1 is given 2.

04:50 Sigma 2 is given minus 5 nanoculum 10.

04:56 0 .m...

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