Question

√3(√6+√3) сколько получится??

Answer 1

√12+√6=2√3+√6

Альтернативный вид = 5,91359 (если,что = это приблеженной ну черты волной напиши)

Answer 2

√3(√6+√3)=√(3*6)+√3²

3√2+3=3(√2+1

Answer 3

To calculate the value of the expression √3(√6+√3), we can follow these steps:

Step 1: Simplify the expression inside the parentheses (√6 + √3). Step 2: Multiply the simplified expression by √3.

Step 1: Simplify (√6 + √3): To simplify the expression (√6 + √3), we can't combine the square roots because they have different radicands (numbers under the square root sign). Therefore, (√6 + √3) is already in its simplest form.

Step 2: Multiply the simplified expression by √3: Now, we multiply the simplified expression (√6 + √3) by √3: √3(√6 + √3) = √3 * √6 + √3 * √3

Remember that the product of square roots is the square root of the product of their radicands: √3 * √6 = √(3 * 6) = √18

√3 * √3 = √(3 * 3) = √9 = 3

Now, let's put it back into the original expression: √3(√6 + √3) = √18 + 3

However, we can simplify √18 further: √18 = √(9 * 2) = √9 * √2 = 3 * √2

Now the expression becomes: √3(√6 + √3) = 3 * √2 + 3

So, the final result is 3√2 + 3.