Question

Сравните значение выражений: и

Answer 1

$2\sqrt{6}\ \ \ 4\sqrt{2} \\\sqrt{4*6}\ \ \ \sqrt{16*2} \\\sqrt{24}\ \ \sqrt{32} \\\sqrt{24}\ \textless \ \sqrt{32}$
Ответ: $2\sqrt{6}\ \textless \ 4\sqrt{2}$

Answer 2

Comparing the Expressions: 4^2+1 and 3+30

To compare the expressions "4^2+1" and "3+30," let's evaluate each expression separately:

1. 4^2+1: This expression involves the exponentiation operator (^) and addition (+). The expression "4^2" means raising 4 to the power of 2, which is equal to 16. Adding 1 to 16 gives us a final result of 17.

2. 3+30: This expression involves only addition (+). Adding 3 and 30 gives us a result of 33.

Therefore, the values of the expressions are as follows: - "4^2+1" = 17 - "3+30" = 33

In summary, the expression "4^2+1" evaluates to 17, while the expression "3+30" evaluates to 33.