Question

√19*98*38 все в корне

Answer 1

Ответ:

$266$

Пошаговое объяснение:

$\sqrt{19*98*38}=\sqrt{19*2*49*2*19}=\sqrt{19^{2}*7^{2}*2^{2}}=19*7*2=266$

Answer 2

To simplify the expression √19 * 98 * 38, you can first calculate the product of the numbers inside the square root and then find the square root of the result. Here's the step-by-step solution:

1. Calculate the product inside the square root: √(19 * 98 * 38)

2. Calculate the product: √(19 * 98 * 38) = √(19 * 3784)

3. Calculate the result of the product inside the square root: √(19 * 3784) ≈ √71756. (approximately)

4. Finally, find the square root of the result: √71756 ≈ 267.88 (approximately)

So, the simplified value of √19 * 98 * 38 is approximately 267.88.