Question

Find the simplified product where mc001-1. Jpg: mc001-2. Jpg mc001-3. Jpg mc001-4. Jpg mc001-5. Jpg mc001-6. Jpg.

Answer 1

Answer: The answer is C

-3/4pie

Explanation:

EDG 2022

Answer 2

The simplified expression, we can see that the product of the radical function is $-30 \sqrt{2x^5}$

Radical functions

Given the radical function

• $2\sqrt{5x^3}(-3\sqrt{10x^2} )$

Take the product of the function

This can be simplified as shown:

$=2(-3)\sqrt{5(10)} \times \sqrt{x^3\cdot x^2}\\ =-6\sqrt{50}\cdot \sqrt{x^5}\\= -6(5)\sqrt{2} \sqrt{x^5}\\=-30\sqrt{2x^5}$

From the simplified expression, we can see that the product of the radical function is $-30 \sqrt{2x^5}$

Learn more on product of radical function here: brainly.com/question/8952483