A) 3 B) 4 C) 2 D) 1
A) French B) German C) Greek D) Latin
A) Non-zero B) One C) Negative one D) Zero
A) Quadratic term B) Complex term C) Constant term D) Linear term
A) Complex B) Exponential C) Linear D) Quadratic
A) x+p+q=0 B) ax2+bx+c=0 C) x2+px+q=0 D) x2+bx+c=0
A) Expansion B) Foiling C) Completing the square D) Division
A) Completing the square B) Expansion C) Differentiation D) Simplification
A) Two B) One C) Zero D) Three
A) x=-2 or x=-5 B) x=2 or x=-5 C) x=-2 or x=5 D) x=2 or x=5
A) ≠ B) ± C) ≈ D) ≥
A) Quadratic expansion B) Foiling C) Completing the square D) Factoring
A) < B) > C) = D) +
A) The hypotenuse B) The height C) The base D) The sum
A) Identities B) Conditional equations C) Transitive relations D) Inequalities
A) A conditional equation B) A reflexivity C) An identity D) A symmetry
A) Functions B) Expressions C) Solutions D) Identities
A) < B) + C) = D) >
A) Remove the symbol B) Keep the symbol the same C) Add a constant D) Flip the inequality symbol
A) Transitive B) Reflexive C) Substitutive D) Symmetric
A) Transitive B) Conditional C) Symmetric D) Reflexive
A) Reflexive B) Identical C) Transitive D) Symmetric
A) ac < bc B) bc < ac C) ac = bc D) a < c
A) ac = bc B) ac < bc C) ac > bc D) bc < ac
A) a = b B) a + b = b + a C) a > b D) x2 - 1 = 8
A) a > b B) b < a C) a = b D) b > a
A) f(a) < f(b) B) f(a) > f(b) C) f(a) = f(b) D) f(a) + f(b) = 0
A) Variables B) Integers C) Operators D) Constants
A) The temperature of the previous day B) A constant multiplier C) The number of minutes D) The temperature of the current day
A) s=60×m B) s=m60 C) s=60/m D) s=m+60
A) Temperature and time B) Volume and height of a cylinder C) Circumference and diameter of a circle D) Area and radius of a circle
A) Distributivity B) Commutativity C) Exponention D) Associativity
A) 3x B) x+3 C) x3 D) 3+x
A) A numerical coefficient B) A variable C) An exponent D) A factor
A) x+3 B) x/3 C) x3 D) 3x
A) x2+4ab B) 3x2+4ab C) 2x2+4ab D) x2+3ab
A) 2x2+3x B) x2+3 C) 2x2+3 D) 2x+3x
A) x2 B) 3x2 C) 6x D) 3x5
A) 6x2(x3+1) B) 3x5(2+1) C) 3x2(2x2+1) D) 3x2(2x3+1)
A) Only exponentiation B) Addition, subtraction, multiplication, division and exponentiation C) Multiplication and division only D) Addition and subtraction only
A) To hide the value of constants B) To represent non-specified numbers C) To replace arithmetic entirely D) To make equations unsolvable
A) In italics B) In bold C) In capital letters D) In underlined text
A) It is usually omitted B) It is always replaced by a comma C) It is written as a plus sign D) It is replaced by a bracket
A) It is written as a zero B) It is doubled C) It is placed after the variable D) It is omitted
A) Forward slash (/) B) Double asterisk (**) C) Single asterisk (*) D) Caret (^)
A) 3 * a B) a * 3 C) 5 * 5 D) 3 * 5
A) 3 B) 15 C) 5 D) 8
A) 3 * 3 B) 3 * 2 C) 3 + 2 D) 3 + 3
A) Add the variables together. B) Multiply all variables by zero. C) Subtract one variable from the others. D) Apply substitution multiple times.
A) Because they are written in a line. B) Because they describe a straight line when plotted. C) Because they only use positive numbers. D) Because they involve exponents.
A) An infinite number B) Zero C) Exactly one D) Exactly two
A) 6 B) 4 C) 8 D) 2
A) Elimination method B) Substitution method C) Isolation method D) Linearization method
A) 22 B) 44 C) 34 D) 24
A) A single variable without an exponent. B) A single variable with an exponent. C) No variables at all. D) Two variables without exponents.
A) 25 B) 10 C) 28 D) 32
A) Inconsistent B) Unique C) Overdetermined D) Determined
A) Undetermined B) Unique C) Overdetermined D) Inconsistent
A) Underdetermined B) Inconsistent C) Unique D) Overdetermined
A) Inconsistent B) Unique C) Overdetermined D) Underdetermined
A) A unique solution B) Exactly two C) Infinitely many D) Zero
A) You get a value for x B) You find the system is inconsistent C) You get a true statement like 12=12 D) You get a value for y |