Question

Need the answer for the following question...
$\sqrt{155} \times \sqrt{155}$
If u get it right... u get... pts!!...​

Answer 1

Answer:

155

Step-by-step explanation:

Solution

$\sqrt{155} *\sqrt{155}$ is the same thing as $\sqrt{155}^2$, when we square a square root, we get the number that's inside the radical.

• E.g. $\sqrt{x} ^2$ would get us x as the answer.

Given this method, we can easily say that $\sqrt{155} * \sqrt{155}$ is just $155$.

Another way:

• Let's take the number 16 as an example.
• The square root of 16 is four, so we can put it as: $\sqrt{16} * \sqrt{16} =16$, or $4*4=16$.
• This same method applies to the problem, so again, we can say the answer is 155.

Answer 2

Answer:

155.

Step-by-step explanation:

By the definition of a square root the answer is 155.