Exponential form, would be the number of times X gets multiplied by itself.
(x)(x)(x)(x) there are 4 x's, so the exponential form would be x^4
(x)(x)(x)(x) in exponential form can be written as
[tex]\rm \bold{x^4}}[/tex]
According to the properties of exponent with same base number the powers/exponents of the number are added
This can be simply expressed in the form as formulated in equation (1)
[tex]\rm a ^x \times a^y = a ^{x +y} ............(1)[/tex]
here a = base number
x and y are the exponents of number a
According to the given question same number "x" is multiplied 4 times
let the given expression be represented by a variable "y"
[tex]\rm y = x\times x \times x \times x ...........(2)[/tex]
Equation (2) can be simply written as follows
[tex]\rm y = x^1 \times x^1 \times x ^1 \times x^1 \\y = x ^{(1+1+1+1)} \\\bold{y = x ^4}[/tex]
So we can conclude that (x)(x)(x)(x) in exponential form can be written as
[tex]\rm \bold{x^4}}[/tex]
For more information please refer to the link given below
https://brainly.com/question/5497425
