Write the expression for a number used as a factor fifteen times being multiplied by the same number used as a factor ten times. Then, write the product as one power.
Thanks, Michaela
x^15 * x^10 = x^(15+10) = x^25
To write the expression for a number used as a factor fifteen times being multiplied by the same number used as a factor ten times, we can use exponent notation.
Let's start by representing the number used as a factor as "x".
The expression for the number used as a factor fifteen times would be x^15, and the expression for the number used as a factor ten times would be x^10.
To find the product of these two expressions, where the same base is being multiplied, we can add the exponents together. Therefore, the product would be x^(15+10), which simplifies to x^25.
So, the expression for a number used as a factor fifteen times being multiplied by the same number used as a factor ten times is x^25.
In summary, the expression is x^25, where x represents the number being used as a factor.