Simplify x^675x^453
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When multiplying two terms with the same base, you simply add their exponents.
Therefore, x^675 * x^453 can be simplified as x^(675+453) = x^1128.
To simplify x^675 * x^453, we can use the rule of exponents that states: when multiplying two terms with the same base, we add the exponents.
Therefore, x^675 * x^453 can be simplified as x^(675 + 453).
Adding the exponents, we get:
x^(1128).
So, x^675 * x^453 simplifies to x^1128.
To simplify the expression x^675 * x^453, you need to combine the like terms by adding the exponents. In this case, both terms have the same base, which is x.
The rule for multiplying variables with the same base is to add their exponents. Therefore, you can simplify x^675 * x^453 by adding 675 and 453.
675 + 453 = 1128
So, x^675 * x^453 simplifies to x^1128.