Rational Relationships Assessment Test
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Take our assessment test to assess your knowledge of rational relationships. Rational relationships are like fractions, but we have variable relationships instead of integers in the numerator and the denominator.
- 1.Any function which can be defined by a rational fraction is...
- A.
Curve function
- B.
Rational function
- C.
Real function
- D.
Graph function
- 2.Which is an example of a rational fraction?
- A.
Algebraic fraction
- B.
Real fraction
- C.
Proper fraction
- D.
Improper fraction
- 3.A number that cannot be expressed as a fraction is...
- A.
Rational number
- B.
Improper fraction
- C.
Real value
- D.
Number quotidian
- 4.Any number that can be expressed as the quotient or fraction of two integers is...
- A.
Real number
- B.
Rational number
- C.
Irrational number
- D.
Slope number
- 5.A number which cannot be expressed in a ratio of two integers is referred to as...
- A.
Rational number
- B.
Real number
- C.
Irrational number
- D.
Valuable number
- 6.An irrational number cannot be written in a fraction form.
- A.
False
- B.
Sometimes
- C.
True
- D.
Depends on some factors
- 7.A function that is a fraction and has the property that both its numerator and denominator are polynomials is called...
- A.
Rational function
- B.
Proper function
- C.
Improper function
- D.
Slope function
- 8.Any function which can be defined by a rational fraction is...
- A.
Rational function
- B.
Ratio
- C.
Pi
- D.
Values
- 9.What can be used to measure continuous quantities?
- A.
Graph
- B.
Values
- C.
Real numbers
- D.
Slope
- 10.All natural numbers are whole numbers.
- A.
True
- B.
False
- C.
Sometimes
- D.
Depends on some factors
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