Quadratics, vertex form
If a quadratic function has a vertex at (1, -3) and passes through the point (4, 10), determine the equation of the quadratic in vertex form.
What is f(x)=13/9(x−1)^2−3
9x^2−36x+36
What is 9(x−2)^2
25x^2−16
What is (5x+4)(5x−4)
2x^2−5x−3
(2x+1)(x−3)
2x+3y=11
4x−2y=6
What is x = 5/2 and y = 2
For a quadratic function with a vertex at (0, 2), find the equation in vertex form knowing that it passes through the point (-1, 5).
What if f(x)=3x^2+2
16x^2−56x+49
(4x−7)^2
49y^4−36z^2
What is (7y^2+6z)(7y^2−6z)
4x^2−17x−15
(4x+3)(x−5)
3x−2y=5
x+4y=10
What is x = 20/7 and y - 25/14
If a quadratic function has a vertex at (1, -6) and passes through the point (-2, 9), find the equation of the quadratic in vertex form.
what is f(x)=5/3(x−1)^2−6
25x^2+120x+144
(5x+12)^2
81a^4−64b^6
What is (9a^2+8b^3)(9a^2−8b^3)
x^2+3xy−4y^2
What is (x+4y)(x−y)
2x+y=7
x−3y=−5
What is x = 16/7 and y = 17/7
For a quadratic function with a vertex at (-1, 3), find the equation in vertex form knowing that it passes through the point (3, -5).
What is f(x)=−1/2(x+1)^2+3
(6x−15)^2
144x^6−169y^4
(12x^3+13y^2)(12x^3−13y^2)
4x^2−13xy+3y^2
What is (4x−y)(x−3y)
5x+2y=18
3x−y=6
What is f(x)=−7/9(x+2)^2+3
49x^2−420x+900
(7x−30)^2
256a^6−625b^4
(16a^3+25b^2)(16a^3−25b^2)
5x^2−12xy+7y^2
(5x−7y)(x−y)
4x−y=7
2x+3y=8
What is x = 29/14 and y = -20/7