24 * 4 square root of 3

How do I multiply square roots?

In your example, just multiply the coefficients in front of the square root of 3. That becomes the new coefficient. The answer is 96 sqrt3.

If you are multiplying two square roots, you can multiply the numbers under the square root signs and put them under a single square root sign.
For example, sqrt18 * sqrt2 = sqrt36 = 6

To multiply square roots, you can follow these steps:

Step 1: Simplify each square root individually, if possible.
- For example, the square root of 3 cannot be simplified further.

Step 2: Multiply the numbers outside the square roots (the constants) and multiply the numbers inside the square roots (the radicands).
- In this case, we have 24 multiplied by 4√3.

Step 3: Combine the product of the constants with the product of the radicands.
- Multiply 24 with 4 to get 96, then attach the square root of 3: 96√3.

Therefore, the result of multiplying 24 by 4√3 is 96√3.