Vocabulary
Quadratic Formula
Completing the Square
Factoring
Real- World
Applications
100

This key feature of quadratic functions is the vertical line through the vertex about which the graph is symmetrical

What is the axis of symmetry?

100

A method for solving quadratics that involves the substitution of the coefficients a, b, and c into this formula that yields two solutions

What is the quadratic formula?

100

This is the correct solution to the square root of 25

What is 5 AND -5?

100

This is a commonly-used method to factor quadratics.

What is the box method?

100

A category of quadratic applications that involves throwing an object or launching something

What is projectile motion?

200

A method of solving quadratic equations in which the trinomial expression is broken down into the product of two binomials. Example (x-2)(x-3)

What is factoring?

200

When we read the quadratic formula, we interpret the first term as THIS rather than as negative

What is the opposite of b?

200

This is the value of c in the trinomial x2+12x+c that would make it a perfect square trinomial

What is 36?

200

These are revealed by using the zero product property on the factors of a quadratic.

What are zeros?

What are x-intercepts?

What are solutions?

What are roots?

200

The length of a rectangle is 3 units more than the width. The area of the rectangle is 54 units.THIS is the width of the rectangle.

What is x=6?

300

This key feature of quadratic functions represents either the minimum or the maximum of the function, depending on the sign of the leading coefficient

What is the vertex?

300

This is the purpose of the quadratic formula

What is to solve for x?

300

Solve for x by completing the square: x2+6x+25=0. (Hint: remember there will be 2 solutions)

What is x=1 and x=-7?

300

These are the solutions to the following quadratic solved by factoring x2-7x-30

What are x=10 and x=-3?

300

This is the type of solution you should reject when solving quadratic applications problems

What are negative solutions?

400

A symmetrical u-shaped curve of which quadratic functions typically take the shape

What is a parabola?

400

Solve for x by using the quadratic formula: x2+14x+40

What is x=-10 and x=-4?

400

Solve for x by completing the square: x2+8x+7=0 (Hint: there will be two solutions)

What is x=-1 and x=-7?

400

When utilizing the box method to factor, this is the value that we use on each row and column to determine the value that goes outside the box. (Hint: it is the largest number by both terms in the row or column are divisiblee)

What is the greatest common factor?

400

This value in a quadratic equation is always represented by the constant term and occurs when x=0.

What is the initial value?

500

This early Arab mathematician is credited with the invention of algebra (based on the arabic word al-jabr)

Who is Muhammad ibn Musa al-Kwarizmi?

500
After plugging identifying numbers for a, b, and c and plugging them into the quadratic formula, this is the next step students should take.

What is evaluate the expression under the radical?

500

This is the polynomial x2-5x=3 rewritten as a perfect square. Hint: it will take the form (x-(b/2))2= c

What is (x-(5/2))2=(13/4)?

500

This is a special case quadratic equation that can always be factored into (a+b)(a-b)

What is difference of perfect squares?

500

This value is represented by the b coefficient of a polynomial ax2+bx+c and indicates how quickly the object is moving

What is velocity?

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