simplify x675 / x 453
The given expression x675 / x453 cannot be simplified any further.
simplify x675 / x 453 x
I apologize for the confusion in my previous response. Let's simplify the expression:
x675 / x453 = (x * 675) / (x * 453)
We can simplify this further by canceling out the common factors:
= (675) / (453)
Therefore, the simplified expression is 675/453.
To simplify x675 / x453, you can divide the numerical coefficients and subtract the exponents:
x675 / x453 = (x^675) / (x^453)
Next, you can simplify the expression by subtracting the exponent of x in the denominator from the exponent of x in the numerator:
x675 / x453 = x^(675 - 453) = x^222
Therefore, the simplified form of x675 / x453 is x^222.
To simplify the expression x675 / x453, we can simplify the division of the variables by subtracting their exponents.
Let's break down the process step by step:
1. Start with x675 / x453.
2. Using the exponent properties of division, subtract the exponent of x453 from the exponent of x675: 675 - 453 = 222.
3. Now we have x222 remaining in the numerator.
4. Therefore, the simplified expression is x222.
In summary, the simplified form of x675 / x453 is x222.