Question

Which parent functions have no symmetry?

Cubic
Quadratic
Greatest Integer
Square Root
Exponential
Rational
Linear
Absolute Value

Answer 1

Square Root, Greatest Integer

Explanation:

Functions can be symmetrical in two ways: They can be symmetrical across a line or symmetrical across a point.

In a Square root function, when reflected across the y-axis, the graph has no symmetry because -x returns a different value when plugged into the function.

For a Greatest Integer function, with
`\lfloor x \rfloor`, if we change the value of x to -x and we floor -x, we get a different value than the original.

Hope this helped!