Quadratic Functions
DAILY 100-TUPLE: A point on the parabola with the form (h, k)
What is the "vertex?"
Just kidding about the Daily 100-tuple
A system of equations can be solved using these two algebraic methods.
What are "elimination" and "substitution?"
This is the name of the expression inside the radical symbol
What is the "argument?"
This is the degree of a polynomial
What is "the highest exponent of a polynomial?"
DAILY QUADRUPLE: The argument of a logarithmic function has to be this
What is "greater than 0?"
A line that cuts a parabola in half
What is the "axis of symmetry?"
DAILY TRIPLE: An inconsistent linear system has ____ solution(s) and can be represented by two ____________ lines.
What are "0" and "parallel?"
The values that make the denominator equal zero are called this
What is the "vertical asymptote?"
DAILY DOUBLE: The highest value of a function is called this
What is "maximum value?"
The three properties for expanding/condensing logs are called these
What are "product, quotient, power?"
DAILY DOUBLE: A formula that helps you find the x-intercepts of a parabola
What is the "quadratic formula?"
A consistent independent linear system has ____ solution(s) and can be represented by two ____________ lines that don't overlap.
What are "1" and "intersecting?"
The values that make the numerator 0 are called this
What is the "x-intercept?"
The zeros of a polynomial can be found where on a graph
What is the "x-axis?"
What is "decreasing?"
This method named after a certain shape helps you find the vertex form of a parabola
What is "completing the square?"
The average rate of change between to points is the same as the _________ between two points.
What is "slope?"
Comparing the degree of the numerator and denominator of a rational function helps you determine this
What is the "horizontal asymptote?"
The part(s) of a graph that are below the x-axis are this
What is "negative?"
If the growth factor of a group of mice is 1.115, by what percent is the group of mice increasing?
What is "11.5%"
If (3, 18) is a point on a parabola with vertex (2, 12), then the point ( __, __ ) is also a point on the parabola because the two points are ___________ from the axis of symmetry.
What is "(1, 18)" and "equidistant?"
A consistent dependent system has this many solutions.
What is "infinitely many?"
The argument of a radical function cannot be this
What is "less than zero?"
A polynomial with a positive leading coefficient approaches this as x approaches infinity
What is "positive infinity?"
The inverse of a logarithmic function is this
What is an "exponential function?"