FHS Graphing and Writing Quadratic Equations Multiple Choice Questions

It’s due in 25 minutes please need done ASAP. It 10 questions not that difficult I just haven’t studied.

Luizzes > MINOR GRADE #7 Knowledge Check on Graphing and Writing Quadratic Equations
MINOR GRADE #7 Knowledge Check on Graphing and Writing Quadratic Equations
Started: Oct 30 at 10:40am
Quiz Instructions
You have one attempt and 30 minutes to do this quiz. All 10 questions will be visible at the same time. It will be available from 8:15 am and is due no later than 11:59 pm tonight.
Question 1
10 pts
The
graph of the quadratic
parent function y = zº goes through the origin and is symmetrical about the
y
axis.
OTrua
Question 2
Ņ
10 pts
The graph of the quadratic parent function y = x2 is symmetrical with respect to the y- axis. This means that when you fold it along the y-axis, the two
arms of the parabola coincide.
.
Truc
Milli
O False
10 pts
ULLAM
False
Question 3
10
In the transformed quadratic functiong (x) = (x – 8)2 + 5. two transformations occurred: horizontal translation to the right by 8 units and
O Vertical Translation down by 5 units
Reflection over the r — acis
O Vertical translation up by 5 units
Vertical stretch by a factory of 5
Question 4
10 pts
In the transformed quadratic function g(x) = 3(1 – 5)2 – 4 , the vertex point is
O (3, 4)
o (5, 4)
(5,-4)
0 (-5, – 4)
10 pts
Question 5
Question 5
In the transformed quadratic function g(x) = 3(- 5) – 4 , the axis of symmetry is
Oo= -5
O2 = -4
og = 5
O c = 3
Question 6
Given the quadratic function h (x) = } (x + 3)? the quantity į will give the function what kind of transformation?
O reflection over the y – aris
o reflection over thc – aris
O vertical compression by a factor of
1
2
O vertical stretch by a factor of
Question 7
10 pts
O vertical stretch by a factor of
Question 7
10 pts
The quadratic parent function f(x) = x2 was reflected across the < – aris, vertically stretched by a factor of horizontally translated to the right by 4 units, and down 6 units. What is the equation of the transformed graph? g(x) = (x – 4)2 – 6 O g(x) = -(x +4)2 – 6 O g(x) = (x +4)2 + 6 O g(x) = (x – 4)? – 6 Question 8 10 pts A quadratic equation has an axis of symmetry at = 7 and has a maximum value at 3. Write the equation. h O g(x) = -(x + 7)? - 3 g(x) = (x - 7² – 3 g(x) = -(x - 7)² – 3 0 g(x) = -3(x - 7) 2 10 pts Question 9 RA - 3 ard O g(x) = -3(x – 7) es Question 9 ar The graph of the quadratic parent function y= z2 is a V-shaped graph where the left arm is a reflection of the right arm across the y-axis. 10 pts * O True O False у h Question 10 The graph of the quadratic parent function is a parabola facing upwards with a minimum value of 0. 10 pts O True hi O False No new data to save. Last checked at 10:45am Submit Quiz 2 0 TH DOLL