Add 22√^3 + 3 22√ + 22√.(1 point)
The expression is not clear. Can you please provide more information or clarify the notation?
To add the terms 22√^3, 3 22√, and 22√, we need to combine the like terms.
Step 1: Group the terms with the same radical (√).
22√^3 + 3 22√ + 22√
Step 2: Simplify each term separately.
22√^3 simplifies to 22√√√, which is equivalent to 22√√ (since the square root of √ is √).
3 22√ simplifies to 66√ (by multiplying 3 and 22).
22√ remains the same since there are no other factors to simplify.
Step 3: Combine the like terms.
22√ + 22√√ + 66√
Step 4: Simplify the terms with the same radical.
22√ + 22√√ + 66√ can be simplified to 22√ + 22√ + 66√ (since √ is the same as √√).
Step 5: Combine like terms again.
22√ + 22√ + 66√ simplifies to 110√.
Therefore, the sum of the terms 22√^3, 3 22√, and 22√ is 110√.
To add the given expressions, we first need to simplify each term.
The term 22√^3 can be simplified as follows:
- Since the √ symbol represents the square root operation, we need to determine what number is being square rooted. In this case, it is 3.
- To simplify, we evaluate the square root of 3, which is approximately 1.732.
- So, 22√^3 becomes 22 * 1.732.
The term 3 22√ also needs to be simplified:
- Since the √ symbol represents the square root operation, we need to determine what number is being square rooted. In this case, it is 22.
- To simplify, we evaluate the square root of 22, which is approximately 4.69.
- So, 3 22√ becomes 3 * 4.69.
Finally, we have the term 22√, which is already in simplified form.
Now, let's add the simplified terms together:
22 * 1.732 + 3 * 4.69 + 22√.
Multiply 22 by 1.732 to get approximately 38.104.
Multiply 3 by 4.69 to get approximately 14.07.
The sum of the terms is approximately 38.104 + 14.07 + 22√.
Since we don't have an actual value for the square root term (22√), it remains as it is in the final answer.
Therefore, the sum is approximately 38.104 + 14.07 + 22√.