Question

√32*√98= √12*√18*√216= Помогите пожалуйста! Решение полностью. Заранее огромное спасибо!

Answer 1

$\sqrt{32} * \sqrt{98} = 4\sqrt{2} * 7\sqrt{2} = 4 * 7 * 2 = 56 \\ \sqrt{12} * \sqrt{18} * \sqrt{216} = 2\sqrt{3} * 3\sqrt{2} * 6\sqrt{6} = 6\sqrt{6} * 6\sqrt{6} = 216$

Answer 2

Calculation 1: √32 * √98

To solve this calculation, we can simplify it by finding the square roots of 32 and 98 separately, and then multiplying the results.

The square root of 32 is approximately 5.656854249492381. The square root of 98 is approximately 9.899494936611665.

Now, we can multiply these two values together: 5.656854249492381 * 9.899494936611665 ≈ 56.23413251903491.

Therefore, the result of √32 * √98 is approximately 56.23413251903491.

Calculation 2: √12 * √18 * √216

Similarly, we can solve this calculation by finding the square roots of 12, 18, and 216 separately, and then multiplying the results.

The square root of 12 is approximately 3.4641016151377544. The square root of 18 is approximately 4.242640687119285. The square root of 216 is approximately 14.696938456699069.

Now, we can multiply these three values together: 3.4641016151377544 * 4.242640687119285 * 14.696938456699069 ≈ 221.1327412287182.

Therefore, the result of √12 * √18 * √216 is approximately 221.1327412287182.

I hope this helps! Let me know if you have any further questions.