If you mean - to draw a square with the diagonals using one continuous line - you can't. It's an impossible puzzle !
Draw a square. Put an X in it.
Your question does not make sense.
To make ( x ) the subject of the equation when ( x ) is squared, you start with the equation ( y = x^2 ). To isolate ( x ), take the square root of both sides, resulting in ( x = \pm \sqrt{y} ). This shows that ( x ) can be either the positive or negative square root of ( y ).
To make the expression (x^2 + 3x) a perfect square, we can complete the square. We take half of the coefficient of (x) (which is 3), square it, and add it. Half of 3 is (1.5), and squaring it gives (2.25). Thus, adding (2.25) to (x^2 + 3x) makes it a perfect square: ((x + 1.5)^2).
30
It is 221A + Alt X
Algebraically if we have a number 'x^2' Then its square is (x^2)^2 = x^4 For the square root of x^2 = +/-x
x2-b = 9 x2 = 9+b Square root both sides: x = the square root of (9+b)
As stated, the question does not make sense: x square root of 4 is x2 or 2x, as it is more conventionally written. There is no term for 2x in the expansion of x - 3*sqrt(7)
8 square meters equals 8 x 100 x 100 square centimeters. That is 80000 square centimeters. A 13cm square has an area of 13 x 13 = 169 square centimeters. Therefore the number of tiles required is 80000/169 = 473.37, make it 474
the answer is 6 by 8=28********************************6 inches x 8 inches = 48 square inches
Yes, because when x equals 1, the square root of x is rational and the square root of -x is irrational, and when x equals -1, the square root of x is irrational and the square root of -x is rational.