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A well defined set is a set that contains __ terms that you can count or verify.
Specific terms.
An example of a well defined set is __ numbers divisible by 5.
All even.
The slope formula is represented as __.
(y2-y1)/(x2-x1)
The slope when the line goes through the points (-4,-15) and (6,5) is __.
2
The y-intercept of the linear equation that goes through the points (-4,-15) and (6,5) is __.
-7
The square root of 17 is a rational number: __.
False
0 is an integer: __.
True
-6 is a natural number: __.
False
8/3 is a real number: __.
True
Natural numbers are defined as __ counting numbers.
Positive.
Whole numbers include __.
0.
Rational numbers consist of __ and decimals.
Fractions.
Integers include __ numbers.
Negative.
In the formula y=Ax+B, for the equation 12x + 3y = -24, the point __ is on the line.
(-2,11)
The domain in functions refers to __.
X.
The range in functions refers to __.
Y.
When performing inverse operations in linear equations, an example is __.
-1/2 (x+6)+9.
In the equation y = Ax + B, the values of A and B must be determined from the __.
Linear function.