Choose the largest value
Choose the largest value
Choose the largest value
Choose the largest value
Choose the largest value
Choose the largest value
Choose the largest value
To solve this problem, we will simplify each square root expression separately and compare them:
Upon simplification, each expression results in . Therefore, all values are equal.
Thus, the correct choice is: All values are equal.
All values are equal
Choose the largest value
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: Calculate the values under each square root.
Step 2: Compute the square roots.
Step 3: Compare the square roots calculated.
The largest value among the choices is found in choice 2:
is larger than the other evaluated square roots.
Therefore, the largest value is given by the expression .
Choose the largest value
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: Simplify each choice:
Choice 1:
Choice 2:
Choice 3: (approximating since it is irrational)
Choice 4:
Step 2: Evaluate to find which is the largest value:
Choice 1 equals 3, Choice 2 equals 1.5, Choice 3 equals approximately 2.45, and Choice 4 approximately equals 4.24.
Step 3: Compare these values. Clearly, is the largest.
Therefore, the solution to the problem is .
Choose the largest value
To solve this problem, we'll follow these steps:
Let's simplify each expression:
Choice 1:
Simplify: since .
Choice 2:
Simplify: since .
Choice 3:
Simplify: since .
Choice 4:
Simplify: since .
Upon comparing the values, is the largest.
Therefore, the largest value is .
Choose the largest value
Choose the largest value
Choose the largest value
Choose the largest value
Choose the largest value