Multiplication is defined as repeated addition. Use the word repeated to define exponential form. Justify your reasoning.

since something like x^5 means

(x)(x)(x)(x)(x)

we can say that exponentiation is repeated multiplication.

Exponents are used in exponential form which is a shorter way of writing product with the factor similar to it repeating a number of times.

Exponents are used in exponential form which is a short way of writing product with the same factor repeating a certain number of times.

No

Exponents are a short way to write a product

Thx

Exponential form is a way of writing numbers or expressions using exponents. It involves repeated multiplication of a base number by itself a certain number of times.

To justify the reasoning behind using the word "repeated" to define exponential form, let's consider an example. Let's say we have the number 2 raised to the power of 3, written as 2^3. This can be read as "2 raised to the power of 3" or "2 to the third power".

The number 2 multiplied by itself 3 times represents the process of repeated multiplication. Starting with 2, we multiply it by 2 once to get 4. Then we multiply 4 by 2 again to get 8. This process of "repeating" the multiplication is what gives us the result of 8.

In exponential form, the base (in this case, 2) is multiplied by itself a certain number of times (in this case, 3). So, in this context, "repeated" refers to the repeated multiplication of the base by itself to arrive at the given exponential expression.

Therefore, by using the word "repeated" to define exponential form, we highlight the concept that exponential form involves the process of multiplying a base number by itself repeatedly, as represented by the exponent.