WorksheetsGraphs
Total questions: 15
Worksheet time: 14mins
Choose a quadratic function
y=x−72
y=(x+3)3
y=(41−x)2
y=x23
y=−2x2−4x+5
Choose growth intervals of function y=x2
x ∈ [0 ; +∞)
x ∈(0 ; +∞)
x ∈(−∞ ; 0)
x ∈(− ∞ ; 0]
Choose the top of parabola y=−x2+2
(2 ; 2)
(-2 ; -2)
(0 ; -2)
(0 ; 2)
Axis of symmetry of the function y=x2+4x+4 is
x = 4
x = 2
x = -2
x = -4
y maximum of the function y=x2+3x−12 is y=81
yes
no
Zeros of function y=(x−5)2 is x = 5
yes
no
Function y=x2−4x+16 intersects Oy line in point
(0; -16)
(16; 0)
(0; 16)
(-16; 0)
The top of the quadratic function y=4x+x2
(-2; -4)
(−41; 81)
(2; 4)
(41; 161)
Choose a quadratic function
y=(x+1)2+4
y=(x+1)2−4
y=(x−4)2−1
y=(x−4)2+1
y=(x−1)2−4
Choose recession interval of this graph
x∈[1; −2]
x∈[5; 0]
x∈[−2; 1]
x∈[0; 5]
Choose correct formula of this function
y=(x+1)2+4
y=(x−1)2+4
y=−(x−1)2+4
y=−(x+4)2−1
y=(x+4)2−1
y=x2+2x−3. Choose y(0,5)
-1,75
-2,75
-1,5
-2,25
The top of parabola y=−(x+4)2−5 is point
(−4; −5)
(4; −5)
(5; 4)
(4; 5)
Interval of familiarity, when y<0 is
(−3; 0)
(1; −3)
(−3; 1)
(−2; 0)
Choose domain of the function y=x2−64(x+2)0
x∈R
x∈R {8; −8}
x∈R {−8; −2; 8}
x∈R {−2}
