Math, asked by venkataramanamurthyd, 5 months ago

prove that 6+ root 2 is irrational

Answers

Answered by malik3271
1

Answer:

Freeze someone's desktop

posted by Malik hacks

This is a funny trick, you can freeze someone's desktop

1. Close everything you are working in, and work on desktop. so click on prtscr on your keyboard.

2. Go to paint and click on edit then paste

3. Save this file as (name).bmp and close the paint.

4. Now in the desktop, we have 2 remove desktop icons and shortcuts, so right click on the mouse and then properties, click on desktop then select customize desktop.

5. Uncheck all the boxes in desktop icons and press ok, then press apply then ok.

6. Now to remove the shortcuts in the desktop, go to start and select My Computer, then click on c: right click on your mouse and select new folder, write it any name

7. Now go to desktop & select all the icons and right click on them then press cut, go to c: and paste them in the folder that you created then close the window.

8. Now to put the fake desktop image and remove the taskbar, so right click on desktop and go to properties, now go to desktop and select Browse, select the file that you saved then press apply then ok.

Now to remove the windows taskbar, right click on the taskbar and go to properties, then select auto-hide the taskbar and then apply then ok.

Now all the icons are fake and the user will think that his desktop is freezed

Enjoy it.!

NOTEPAD TRICKS

MITNICK HACKS

Self-proclaimed an ethical hacker and computer programmer.....:) not profession just passion..:)

Step-by-step explanation:

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Answered by kishandevganiya1
1

Answer:

answr

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9th

Maths

Number Systems

Real Numbers and their Decimal Expansion

Prove that 6 + √(2) is irra...

MATHS

Prove that 6+

2

is irrational.

EASY

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ANSWER

Let us assume 6+

2

is rational. Then it can be expressed in the form

q

p

, where p and q are co-prime

Then, 6+

2

=

q

p

2

=

q

p

−6

2

=

q

p−6q

-----(p,q,−6 are integers)

q

p−6q

is rational

But,

2

is irrational.

This contradiction is due to our incorrect assumption that 6+

2

is rational

my name is kishan and I solve it

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