hi intelligents! can u solve these simple problems?

Question

a. sin x/n=6
b. IX=6
c. 2=1
have fun in solving these problems..

Answer 1

a) sin x/n=si(n*1/n)x=si(1)x=six=6
(by t rex boy)

b) from a) SIX=6
Here S seems to indicate "turn upside down IX "
and in roman numerals IX=9
so we get 6

c) TWO = TW*0 = 0
ONE = 0*NE = 0
so TWO = ONE
i.e. 2=1

Answer 2

First I solve the third one.
Let x = y = 1

taking x = y,

multiplying with x, x^2 = xy

substracting y^2 on both sides, x^2 - y^2 = xy - y^2

(x + y) (x - y) = y (x - y)

gives x + y = y

substituting the values of x and y in the above equations gives the result 2 = 1.

{ This is wrong because only non zero terms should be cancelled on the either sides. This is a rule. That's why we got the result 2 = 1 which is false }

Comming to the second one. This is so simple.

Just keep the letter S before IX then you will get the result, SIX = 6.

The first one is as follows.

sin x/n
taking n inside and x out side, si(n/n)x
both the n's will be cancelled, si(1)x
as anything multiplied with 1 gives the same thing so it is six

Theoritically all the above results are false.
Normally sin x range is [-1,1] so sin (x/n) cannot be six.

Hope you like this.

Answer 3

First I solve the third one.
Let x = y = 1

taking x = y,

multiplying with x, x^2 = xy

substracting y^2 on both sides, x^2 - y^2 = xy - y^2

(x + y) (x - y) = y (x - y)

gives x + y = y

substituting the values of x and y in the above equations gives the result 2 = 1.

{ This is wrong because only non zero terms should be cancelled on the either sides. This is a rule. That's why we got the result 2 = 1 which is false }

Comming to the second one. This is so simple.

Just keep the letter S before IX then you will get the result, SIX = 6.

The first one is as follows.

sin x/n
taking n inside and x out side, si(n/n)x
both the n's will be cancelled, si(1)x
as anything multiplied with 1 gives the same thing so it is six

Theoritically all the above results are false.
Normally sin x range is [-1,1] so sin (x/n) cannot be six.

Answer 4

a. false. Sine has a range [-1,1] without amplitude modulation
b. l*X=6. Need more information on what I or X is to determine the value of the other.
c. false

Answer 5

what is this, a line graph problem? because 2 cannot equal 1.

Answer 6

assume a = x

a+a = a+x
2a = a+x
2a-2x = a+x-2x
2(a-x) = a+x-2x
2(a-x) = a-x
2 = 1

Answer 7

a.
sin x/n
=si(n/n)x
=si(1)x
=six
=6
therefore, sin x/n = 6

Answer 8

to the guy above me, a cannot equal x because you are dividing by zero, this question is retarded.

Answer 9

answers to a, b and c are false

Answer 10

a. some crap i learned in school.
b. what.
c. your crazy?