A) To determine the exact value of a variable. B) To calculate the slope of a line. C) To find the square root of a number. D) To make a non-equal comparison between two expressions.
A) ≪ and ≫ B) ± and ∓ C) = and ≠ D) < and >
A) Transitive inequality B) Strict inequality C) Inverse inequality D) Non-strict inequality
A) Negative numbers B) The number zero C) Real numbers D) Equality
A) a is much less than b B) a is greater than or equal to b C) a is strictly less than b D) a is less than or equal to b
A) a is at most b B) a is not equal to b C) a is at least b D) a is much greater than b
A) Leonhard Euler B) Pierre Bouguer C) John Wallis D) Isaac Newton
A) a ≮ b B) a ≪ b C) a ≠ b D) a ≯ b
A) a is not equal to b B) a is less than b C) a is roughly equal to b D) a is greater than b
A) Inverse relations B) Approximately equal to C) Slightly less than and slightly greater than D) Much less than and much greater than
A) a > b B) b > a C) a = b D) b < a
A) Converse property B) Reflexive property C) Addition and subtraction property D) Transitive property
A) A strict inequality B) An equivalent statement C) A contradictory statement D) An invalid statement
A) The values are negative B) The lesser value can be neglected with little effect C) The values are within one unit of each other D) The values are equal
A) Non-strict inequality B) Inequation C) Strict inequality D) Transitive relation
A) A strictly increasing function. B) A non-monotonic function. C) A constant function. D) A strictly decreasing function.
A) Irreflexivity. B) Asymmetry. C) Negative transitivity. D) Reflexivity.
A) a ≤ a B) a ≮ a C) a < a D) a = a
A) Real numbers (ℝ) B) Rational numbers (ℚ) C) Integers (ℤ) D) Complex numbers (ℂ)
A) a > c B) a ≤ c C) a < c D) a = c
A) They become equality signs B) They stay the same C) They are reversed D) They become greater than or equal to
A) ai ≤ aj B) ai ≥ aj C) ai > aj D) ai = aj
A) Solve inequalities independently B) Ignore the chained part C) Multiply by x D) Isolate x by addition
A) C B) Java C) Assembly D) Python
A) Bounded B) Sharp C) Trivial D) Strict
A) a² ≥ 0 B) a² ≥ −2 C) a² ≥ −1 D) a² ≥ 1
A) H ≤ G ≤ A ≤ Q B) A ≤ G ≤ H ≤ Q C) Q ≤ A ≤ G ≤ H D) G ≤ H ≤ A ≤ Q
A) Hyperbolic mean B) Horizontal mean C) Highest mean D) Harmonic mean
A) Sum of squares divided by n B) Square root of the average of squares C) Square of the average D) Average of square roots
A) Inner product space B) Euclidean field C) Vector addition space D) Complex manifold
A) ex ≥ 1 + x B) ex ≥ 1 + x2 C) ex ≥ x - 1 D) ex ≥ 1 - x
A) Polynomial B) Logarithmic C) Doubly exponential D) Linear
A) Lexicographical order B) Standard modulus order C) Exponential order D) Euclidean order
A) xp + yp = (x + y)p B) xp - yp > (x + y)p C) xp + yp > (x + y)p D) xp + yp < (x + y)p |