Quiz about Symmetry and Even or Odd Functions

Question 1

Symmetry of an odd function is-

Accepted Answer

the origin

Answer

the y-axis

Answer

the y-axis

Answer

no symmetry

Question 2

Question 2.

Accepted Answer

origin

Answer

x-axis

Answer

y-axis

Answer

none

Question 3

$$y=7x^8-9x^2+33$$

Accepted Answer

Even Function

Answer

Odd Function

Answer

Function - neither even nor odd

Answer

Not a function

Question 4

If a polynomial is neither even or odd, what is the symmetry?

Accepted Answer

no symmetry

Answer

the y-axis

Answer

the x-axis

Answer

origin

Question 5

Determine the symmetrical relationship

Accepted Answer

Origin

Answer

x-axis

Answer

y-axis

Answer

None

Question 6

Symmetry of an even function is-

Accepted Answer

the y-axis

Answer

the x-axis

Answer

the origin

Answer

no symmetry

Question 7

$$y=x^2+3x+9$$

Accepted Answer

Function - neither even nor odd

Answer

Even Function

Answer

Odd Function

Answer

Not a function

Question 8

Determine whether the graph is even, odd or neither

Accepted Answer

neither

Answer

even

Answer

odd

Question 9

Identify the type of symmetry based on the graph:

Accepted Answer

ii only

Answer

i only

Answer

iii only

Answer

i, ii, and iii

Question 10

Determine whether the graph is even, odd or neither

Accepted Answer

odd

Answer

even

Answer

neither

Question 11

All odd functions have symmetry with respect to the origin.

Accepted Answer

True

Answer

False

Question 12

Identify the type of symmetry based on the graph:

Accepted Answer

iii only

Answer

i only

Answer

ii only

Answer

i, ii, and iii

Question 13

Use the symmetry tests to determine the type of symmetry for: $$y=3x^8-7x^2+2$$
i. symmetric with respect to the x-axis
ii. symmetric with respect to the y-axis
iii. symmetric with respect to the origin

Accepted Answer

ii only

Answer

i only

Answer

iii only

Answer

i, ii, and iii

Question 14

Use the symmetry tests to determine the type of symmetry for: $$x=y^2-4$$
i. symmetric with respect to the x-axis
ii. symmetric with respect to the y-axis
iii. symmetric with respect to the origin

Accepted Answer

i only

Answer

ii only

Answer

iii only

Answer

i, ii, and iii

Question 15

Use the symmetry tests to determine the type of symmetry for: $$x^2+y^2=9$$
i. symmetric with respect to the x-axis
ii. symmetric with respect to the y-axis
iii. symmetric with respect to the origin

Accepted Answer

i, ii, and iii

Answer

i only

Answer

ii only

Answer

iii only

Symmetry and Even or Odd Functions

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