625ft² = 58.06m²
5x times the square root of y
To determine if the expression (25x^2 - 30xy - 9y^2) is a perfect square, we can check if it can be factored into the form ((ax + by)^2). However, calculating the discriminant of the corresponding quadratic in terms of (y) shows that it is negative, indicating that it cannot be factored into real linear factors. Therefore, (25x^2 - 30xy - 9y^2) is not a perfect square.
(5x - i)(5x + i) where i is the imaginary unit equivalent to the square root of negative one.
(5x - i)(5x + i) where i is the imaginary unit equivalent to the square root of negative one.
To determine if (25x^2 + 30xy - 9y^2) is a perfect square trinomial, we check if it can be expressed in the form ((ax + by)^2). The first term, (25x^2), is ((5x)^2) and the last term, (-9y^2), is ((-3y)^2). However, the middle term should equal (2ab), which in this case would be (2(5x)(-3y) = -30xy). Since the middle term matches, (25x^2 + 30xy - 9y^2) is indeed a perfect square trinomial, specifically ((5x - 3y)^2).
25x (square) plus 40 plus 15 equals 680.
5x
If you mean: x2-25x+100 then it is (x-5)(x-20) when factored
5x times the square root of y
25x-32 = 7 25x-9 = 7 25x = 7+9 25x = 16 x = 16/25
32 + 25x + 18 = 50 + 25x
25x'2
5y=25x 25x=5y -5y 25x-5y=0
-15
To determine if the expression (25x^2 - 30xy - 9y^2) is a perfect square, we can check if it can be factored into the form ((ax + by)^2). However, calculating the discriminant of the corresponding quadratic in terms of (y) shows that it is negative, indicating that it cannot be factored into real linear factors. Therefore, (25x^2 - 30xy - 9y^2) is not a perfect square.
(5x - i)(5x + i) where i is the imaginary unit equivalent to the square root of negative one.
(5x - i)(5x + i) where i is the imaginary unit equivalent to the square root of negative one.