Question

4x+2=?? pls tell sol as soon as possible ​

Answer 1

So easy yaar

4x +2 = 0

4x = 0 - 2

4x = (-2)

x = (-2)/4

x = -1/2

Answer 2

Answer:

 think you need to say : Why 4*x^2 = (2*x)^2.

 think you need to say : Why 4*x^2 = (2*x)^2.This is because, 4 is square of 2.

 think you need to say : Why 4*x^2 = (2*x)^2.This is because, 4 is square of 2.And (a^2) * (b^2 ) = (a * b)^2

 think you need to say : Why 4*x^2 = (2*x)^2.This is because, 4 is square of 2.And (a^2) * (b^2 ) = (a * b)^2hence, (2^2) * (x^2) = (2*x)^2.

 think you need to say : Why 4*x^2 = (2*x)^2.This is because, 4 is square of 2.And (a^2) * (b^2 ) = (a * b)^2hence, (2^2) * (x^2) = (2*x)^2.If you want to compare 4*x^2 = (2*x^2) then it is wrong.

 think you need to say : Why 4*x^2 = (2*x)^2.This is because, 4 is square of 2.And (a^2) * (b^2 ) = (a * b)^2hence, (2^2) * (x^2) = (2*x)^2.If you want to compare 4*x^2 = (2*x^2) then it is wrong.Try to put 1 in place of x,

 think you need to say : Why 4*x^2 = (2*x)^2.This is because, 4 is square of 2.And (a^2) * (b^2 ) = (a * b)^2hence, (2^2) * (x^2) = (2*x)^2.If you want to compare 4*x^2 = (2*x^2) then it is wrong.Try to put 1 in place of x,It becomes

 think you need to say : Why 4*x^2 = (2*x)^2.This is because, 4 is square of 2.And (a^2) * (b^2 ) = (a * b)^2hence, (2^2) * (x^2) = (2*x)^2.If you want to compare 4*x^2 = (2*x^2) then it is wrong.Try to put 1 in place of x,It becomes4*1^2 = (2*1^2)

 think you need to say : Why 4*x^2 = (2*x)^2.This is because, 4 is square of 2.And (a^2) * (b^2 ) = (a * b)^2hence, (2^2) * (x^2) = (2*x)^2.If you want to compare 4*x^2 = (2*x^2) then it is wrong.Try to put 1 in place of x,It becomes4*1^2 = (2*1^2)i.e. 4*(1^2) = (2*(1^2))

 think you need to say : Why 4*x^2 = (2*x)^2.This is because, 4 is square of 2.And (a^2) * (b^2 ) = (a * b)^2hence, (2^2) * (x^2) = (2*x)^2.If you want to compare 4*x^2 = (2*x^2) then it is wrong.Try to put 1 in place of x,It becomes4*1^2 = (2*1^2)i.e. 4*(1^2) = (2*(1^2))4 = 2

 think you need to say : Why 4*x^2 = (2*x)^2.This is because, 4 is square of 2.And (a^2) * (b^2 ) = (a * b)^2hence, (2^2) * (x^2) = (2*x)^2.If you want to compare 4*x^2 = (2*x^2) then it is wrong.Try to put 1 in place of x,It becomes4*1^2 = (2*1^2)i.e. 4*(1^2) = (2*(1^2))4 = 2Which doesn't verify the mentioned question.