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crossword 2

Across
How many roots are there when the discriminant is zero?
The radicand can't have a ___ nth power
The ___ formula is an alternative to factoring
You ___ terms when adding square roots
How many real roots are there when the discriminate is positive?
X is a ___ variable
A triangle with no congruent sides
___ squares are the product of polynomials multiplied by themselves
(J+M) (J-M) are examples of ___
Finding the ___ tells us how many roots there are
The ___ of a radical, must be positive and greater than 1
You ___ the denominator when you want the squared root to be in simplest form
A triangle with a 90 degree angle
Triangle with two congruent sides
When the product of factors equals zero, one or more of the factors must also equal zero. It's called zero ___ property
A triangle that has three congruent sides
How many real roots are there when X < 0
The possible X values of a function are known as the ___.
How many imaginary roots are there when the discriminate is negative
The number that is under the radical sign
A triangle with one angle more than 90 degrees
Down
A graph is positive, ___, or neither
A radicand can't be a ___
___ is used to multiply polynomials
How many real roots are there when X = 0
The possible Y values of a function are called the ___
You must use ___ property of roots when dividing under a radical
The number in front of a radical
How many real roots are there when X > 0
___ can't be used when no factors of A x C add up to B
When a square root is simplified to it's most basic form it is called ___ form
3 angles that are less than 90 degrees.
When a radicand has an exponent you must ___
____ the square is used as an alternative of factoring
When a number is multiplied by itself once.
Variable Y is an ___ variable
There can't be a radical in the ___ of a fraction
If a graph is not even or odd it is ___
The symbol for square roots
You must use ___ property of roots when multiplying underneath a radical