Question

Докажите,что значение выражения является составным числом:23^12+3^35 Срочно!!!!

Answer 1

Ответ:

Объяснение:нужно выяснить, на какую цифру заканчивается каждая степень

Answer 2

Checking if the Expression is a Composite Number

To determine if the expression \(23^{12} + 3^{35}\) is a composite number, we need to understand what composite numbers are and then evaluate the given expression.

Composite Number: A composite number is a positive integer that has at least one positive divisor other than 1 and itself. In other words, it can be divided by numbers other than 1 and itself.

Evaluating the Expression

Let's evaluate the given expression to determine if it is a composite number.

The expression is \(23^{12} + 3^{35}\).

Now, let's consider the individual components of the expression:

1. \(23^{12}\) 2. \(3^{35}\)

Conclusion

After evaluating the given expression, it is evident that the expression \(23^{12} + 3^{35}\) is not a composite number. It is a sum of two exponential terms and does not represent a single integer that can be classified as a composite number.

Therefore, the expression \(23^{12} + 3^{35}\) is not a composite number.

Note: The given expression is not a single integer and therefore cannot be classified as a composite number.