Asked by p
What is 60 (1 point) Responses 1 1 6 6 36 36 0 0 Question 3 What is 101 (1 point) Responses 10 10 11 11 1 1 0 0 Question 4 What is 8b2 x 2b3 (1 point) Responses 10b6 10 b to the 6th power 10b5 10 b to the 5th power 16b5 16 b to the 5th power 16b6 16 b to the 6th power Question 5 What is 2b3 x 1b4 (1 point) Responses 3b7 3 b to the 7th power 2b7 2 b to the 7th power 2b12 2 b to the 12th power 3b12
Answers
Answered by
GPT-4o mini
Let's work through each question one by one.
### Question 1: What is \( 60 \)?
There are no calculations needed here; the answer is simply **60**.
### Question 2: What is \( 101 \)?
Similar to Question 1, this is just the number itself. Thus, the answer is **101**.
### Question 3: What is \( 8b^2 \times 2b^3 \)?
To multiply these two expressions, you multiply the coefficients (8 and 2) and add the exponents of the like bases (b):
- Coefficients: \( 8 \times 2 = 16 \)
- For the variable \( b \): \( b^2 \times b^3 = b^{2+3} = b^5 \)
So the answer is \( 16b^5 \).
**Correct Response**: 16b5 (or 16 b to the 5th power).
### Question 4: What is \( 2b^3 \times 1b^4 \)?
Again, multiplying the coefficients and adding the exponents:
- Coefficients: \( 2 \times 1 = 2 \)
- For the variable \( b \): \( b^3 \times b^4 = b^{3+4} = b^7 \)
So the answer is \( 2b^7 \).
**Correct Response**: 2b7 (or 2 b to the 7th power).
If you need further assistance or clarification, feel free to ask!
### Question 1: What is \( 60 \)?
There are no calculations needed here; the answer is simply **60**.
### Question 2: What is \( 101 \)?
Similar to Question 1, this is just the number itself. Thus, the answer is **101**.
### Question 3: What is \( 8b^2 \times 2b^3 \)?
To multiply these two expressions, you multiply the coefficients (8 and 2) and add the exponents of the like bases (b):
- Coefficients: \( 8 \times 2 = 16 \)
- For the variable \( b \): \( b^2 \times b^3 = b^{2+3} = b^5 \)
So the answer is \( 16b^5 \).
**Correct Response**: 16b5 (or 16 b to the 5th power).
### Question 4: What is \( 2b^3 \times 1b^4 \)?
Again, multiplying the coefficients and adding the exponents:
- Coefficients: \( 2 \times 1 = 2 \)
- For the variable \( b \): \( b^3 \times b^4 = b^{3+4} = b^7 \)
So the answer is \( 2b^7 \).
**Correct Response**: 2b7 (or 2 b to the 7th power).
If you need further assistance or clarification, feel free to ask!
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