There is no root of a negative number since any positive number raised to the second power will result in a positive number.
There is no root of a negative number since any positive number raised to the second power will result in a positive number.
Choose the largest value
\( \sqrt{441}= \)
\( (\sqrt{380.25}-\frac{1}{2})^2-11= \)
\( \sqrt{49}= \)
\( \sqrt{36}= \)
Choose the largest value
Let's calculate the numerical value of each of the roots in the given options:
and it's clear that:
5>4>3>1 Therefore, the correct answer is option A
The root of 441 is 21.
According to the order of operations, we'll first solve the expression in parentheses:
In the next step, we'll solve the exponentiation, and finally subtract:
350
7
6
\( \sqrt{64}= \)
Solve the following exercise:
\( \sqrt{x^2}= \)
\( \sqrt{x}=1 \)
\( \sqrt{x}=2 \)
\( \sqrt{x}=6 \)
8
Solve the following exercise:
1
4
36
\( \sqrt{4}= \)
\( \sqrt{9}= \)
\( \sqrt{16}= \)
\( \sqrt{36}= \)
\( \sqrt{64}= \)
2
3
4
6
8