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
Interpretation ??? , could you simply mean
(x^15)(x^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, you can start by representing the number as "x".
The expression for a number used as a factor fifteen times would be expressed as x^15 (x raised to the power of 15). Similarly, the expression for a number used as a factor ten times would be x^10.
To get the product of these expressions as one power, you can use the rule of exponents which states that when you multiply two numbers with the same base, you add their exponents. Therefore, the product of x^15 and x^10 would be x^(15+10) which simplifies to x^25.
Therefore, the expression for the given problem, where a number is used as a factor fifteen times being multiplied by the same number used as a factor ten times is x^25.