Deck 2: Quadratic Equations and Mathematical Statements
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Deck 2: Quadratic Equations and Mathematical Statements
1
The equations x2 + 4 =0 is a …………
A)Quadratic equation
B)Cubic equation
C)Simple equation
D)None
A)Quadratic equation
B)Cubic equation
C)Simple equation
D)None
Quadratic equation
2
Equation ax2 + b = 0
A)Pure quadratic equation
B)General quadratic equation
C)Not a quadratic equation
D)None
A)Pure quadratic equation
B)General quadratic equation
C)Not a quadratic equation
D)None
Pure quadratic equation
3
The root of the eqn 3x2 -1 = 0 are ………
A)Irrational
B)Imaginary
C)Rational
D)integer
A)Irrational
B)Imaginary
C)Rational
D)integer
Irrational
4
x2 - 4 = 0 implies x =………..
A)2
B)-2
C)± 2
D)None
A)2
B)-2
C)± 2
D)None
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5
………….. is one of the solutions to the equation 3x2 - 4x+1 =0
A)x = -1
B)x = 1
C)x = 2
D)x = 0
A)x = -1
B)x = 1
C)x = 2
D)x = 0
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6
The expression b2- 4ac is called ………… of the quadratic eqn.
A)Discriminant
B)Roots
C)Characteristics
D)solution
A)Discriminant
B)Roots
C)Characteristics
D)solution
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7
If the discriminant of a quadratic eqn is zero, the roots are
A)Real and equal
B)Real and unequal
C)Complex
D)Nothing
A)Real and equal
B)Real and unequal
C)Complex
D)Nothing
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8
Quadratic eqn ax2+ bx + c = 0 has equal roots if
A)b - 4ac < 0
B)b - 4ac > 0
C)b - 4ac = 0
D)b - 4ac = 1
A)b - 4ac < 0
B)b - 4ac > 0
C)b - 4ac = 0
D)b - 4ac = 1
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9
Eqn y = 2x+5 has
A)No solution
B)One solution
C)3 solutions
D)Infinite solutions
A)No solution
B)One solution
C)3 solutions
D)Infinite solutions
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10
X = 4 + 8y is
A)Quadratic
B)Linear
C)Exponential
D)none
A)Quadratic
B)Linear
C)Exponential
D)none
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11
………………. satisfies the eqn x +y +1 = 0
A)(x = 0 , y = 0 )
B)( x = 1, y = - 2 )
C)( x= 0 , y = 1)
D)(x = -2, y = 2)
A)(x = 0 , y = 0 )
B)( x = 1, y = - 2 )
C)( x= 0 , y = 1)
D)(x = -2, y = 2)
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12
Simultaneous eqns means a set of eqn in …….. unknowns
A)One
B)Two
C)Three
D)Any number
A)One
B)Two
C)Three
D)Any number
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13
…………….. are mathematical statements that contains one or more derivatives
A)Sets
B)Linear eqn
C)Equation
D)None
A)Sets
B)Linear eqn
C)Equation
D)None
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14
It is an eqn is one or more variables where each terms degrees is not more than I is
A)Simultaneous eqn
B)Linear eqn
C)Eqn
D)none
A)Simultaneous eqn
B)Linear eqn
C)Eqn
D)none
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15
…………… are a set of eqn containing multiple variables
A)Simultaneous eqn
B)Linear eqn
C)Eqn
D)none
A)Simultaneous eqn
B)Linear eqn
C)Eqn
D)none
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16
Elimination by judicious multiplication is the other commonly used method to solve
A)Simultaneous eqn
B)Linear eqn
C)Simultaneous linear eqn
D)none
A)Simultaneous eqn
B)Linear eqn
C)Simultaneous linear eqn
D)none
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17
The term "Quadratic" comes from
A)Quadratis
B)Quadratice
C)Quadratus
D)None
A)Quadratis
B)Quadratice
C)Quadratus
D)None
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18
Quadratics eqn is an eqn in which the highest power of the variables is
A)1
B)2
C)3
D)None
A)1
B)2
C)3
D)None
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19
………… means to rewrite the quadratic eqn into multiplication form
A)Graphing
B)Completing the square
C)Factoring
D)None
A)Graphing
B)Completing the square
C)Factoring
D)None
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20
The formula used for finding the roots of a quadratics eqn is known as
A)Completing the square
B)Factoring
C)Quadratic formula
D)none
A)Completing the square
B)Factoring
C)Quadratic formula
D)none
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21
A quadratic eqn with real (or) complex coefficients has 2 solutions called
A)Roots
B)Eqn
C)Formula
D)None
A)Roots
B)Eqn
C)Formula
D)None
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22
Break even point is
A)No sales no production
B)No profit no loss
C)Above targeted profit
D)None
A)No sales no production
B)No profit no loss
C)Above targeted profit
D)None
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23
At market equilibrium
A)Demand = Supply
B)Profit = Loss
C)Sales = forecast
D)None
A)Demand = Supply
B)Profit = Loss
C)Sales = forecast
D)None
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24
R(x) ==C(x) denotes
A)Profit function
B)Market equilibrium
C)BEP
D)None
A)Profit function
B)Market equilibrium
C)BEP
D)None
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25
A series obtained by adding a constant number to its preceding terms is
A)GP
B)AP
C)GP or AP
D)None
A)GP
B)AP
C)GP or AP
D)None
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