Vocabulary
Simplifying
Solving
Adding/Subtracting
Multiplying/Dividing
100
Each piece of a discontinuous graph.
What is branch?
100
2/8 =
What is 1/4?
100
(40/R) = [15/(R - 20)]
What is R = 32?
100
[(5 - 1)/(x + 8)] - [(3x + 4)/(x + 8)]
What is [(2x - 5)/(x + 8)]?
100
(2/5) * (2/3)
What is 4/15?
200
A rational expression is in this form when its numerator and denominator are polynomials that have no come divisors.
What is simplest form?
200
3x/9 =
What is x/3?
200
[-4/(5x + 10)] = [3/(x + 2)]
What is no solution?
200
[(3x)/(x^2 + 3x - 10)] - [(6)/(x^2 + 3x - 10)]
What is [3/(x+5)]
200
[(x + 3)/(4)] * {[3(x - 6)]/[3(x + 3)]}
What is [(x - 6)/4]?
300
Fraction that has a fraction in its numerator or denominator or in both its numerator and denominator.
What is complex fraction?
300
(2x + 4)/2 =
What is x + 2?
300
[5/(2x - 2)] = [15/(x^2 - 1)]
What is x = 5?
300
[(x + 4)/(2x)] - [(x - 1)/(x^2)]
What is [(x^2 + 2x + 2)/(2x^2)]?
300
[(10x^2 - 20x)/(40x^3 - 80x^2] * [(16x^3 + 80x^2)/(6x + 30)]
What is (2x/3)?
400
This function can be written in the form f(x) = a/x-h + k, where a does not = 0. The domain is all real numbers except x = h.
What is reciprocal function?
400
[(x - 1)(x + 2)]/(x-1) =
What is (x + 2)?
400
(1/x) - [1/(x + 5)] = (5/14)
What is no solution?
400
[(3)/(x + 2)] + 2
What is [(2x + 7)/(x+2)]?
400
[(1)/(n + 9)]/[(6 - n)/(3n - 18)]
What is [(-3)/(n + 9)]?
500
This function can be written as f(x) = P(x)/Q(x), where P(x) and Q(x) are polynomial functions. The domain is all real numbers except those for which Q(x) = 0.
What is rational function?
500
(x + 4) - [(x - 2)/(x - 2)] =
What is [(x + 4) - (x - 2)]/(x - 2)?
500
(1/12) + (1/15) = (1/t)
What is t = 6 and 2/3?
500
[(1)/(x + 1)] + [(x)/(x - 6)] - [(5x - 2)/(x^2 - 5x - 6)]
What is [(x - 4)/(x - 6)]?
500
[(1)/(p^2)] * [(5p^3 - 35p^2)/(9p - 36)]
What is {(p-7)/[9(p-4)]}?
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