Question

2 * 4 √ ____

Answer 1

Go step by step to reduce the radical.
square root of, 80, end square root
80
​

square root of, 4, end square root, dot, square root of, 20, end square root
4
​
⋅
20
​

2, square root of, 20, end square root2
20
​

2, square root of, 4, end square root, dot, square root of, 5, end square root2
4
​
⋅
5
​

2, dot2⋅
4
squre root of, empty space, end square root
x
​

Answer 2

wrong pls try again

Answer 3

I dont have the missing value i need u to figure that out

Answer 4

square root of, 80, end square root
80
​

square root of, 4, end square root, dot, square root of, 20, end square root
4
​
⋅
20
​

2, square root of, 20, end square root2
20
​

2, square root of, 4, end square root, dot, square root of, 5, end square root2
4
​
⋅
5
​

2, dot2⋅
4
square root of, empty space, end square root
x
​

Answer 5

I dont have the missing number Go step by step to reduce the radical and it doesnt seem to be 8

Answer 6

√ ___ = √ (2 * 4) = √8

Answer 7

Using the given information and simplifying step by step, we can simplify the expression 2 * 4 √ ____ as:

2 * 4 √ 80
= 8 √ 80
= 8 √ (4 * 20)
= 8 * 2 √ 20
= 16 √ 20
= 16 √ (4 * 5)
= 16 * 2 √ 5
= 32 √ 5

So the simplified expression is 32 √ 5, assuming the missing square root term is 5.

Answer 8

Apologies for the confusion. Let's solve it step by step.

2 * 4 √ ____

First, let's simplify the multiplication: 2 * 4 = 8

Now we have: 8 √ ____

To determine the value inside the square root, we need more information. Could you please provide the missing value?

Answer 9

I apologize for the confusion earlier. Let's proceed with finding the missing value inside the square root term.

2 * 4 √ ____

Since we don't have the specific value, let's denote it as "x":

2 * 4 √ x

To simplify the expression further, we can combine the integer and square root terms:

8 √ x

Therefore, the simplified expression is 8 √ x.

Answer 10

I apologize for the confusion. Let's solve it step by step.

2 * 4 √ ____

First, let's simplify the multiplication: 2 * 4 = 8

Now we have: 8 √ ____

To determine the value inside the square root, we need more information. Could you please clarify the expression or provide the missing value?

Answer 11

Apologies for the confusion earlier. Let's solve it step by step.

2 * 4 √ (missing number)

First, multiply the numbers outside the square root: 2 * 4 = 8.

Now we have: 8 √ (missing number)

To simplify the radical, we need to find a perfect square factor of the missing number. Let's take a look at the prime factorization of the missing number.

The prime factorization of the missing number is required to continue with the simplification. Please provide the prime factorization of the missing number or any other information you have.