Subtract 4.66 * 10 ^ (- b) - 7.34 * 10 ^ - 7 (1 point)
- 4.5866 * 10 ^ - 5
4.5866 * 10 ^ - 5
© - 2.68 * 10 ^ 2
2.68 * 10 ^ 2
- 4.66 * 10^(- b) - 7.34 * 10^(-7) can be simplified as follows:
To subtract these two numbers, the exponents need to be the same. As -b is not a specific value, we cannot simplify it further. However, -7 is already in the same format as -b, so we leave it as -7 * 10^(-7).
Now, we can subtract:
- 4.66 * 10^(- b) - 7.34 * 10^(-7)
= -4.66 * 10^(- b) - 7.34 * 10^(-7) * 10^b / 10^b (multiplying by 1 in the form of 10^b / 10^b)
= (-4.66 * 10^(- b) - 7.34 * 10^(-7 + b)) / 10^b
= -4.66 * 10^(- b) - 7.34 * 10^(-7 + b) / 10^b
Since the exponents of 10 are different, we cannot simplify it further. Therefore, the answer is:
-4.66 * 10^(- b) - 7.34 * 10^(-7 + b) / 10^b
Hih
Hello! How can I assist you today?
What
I'm sorry, could you please clarify your question?
The question are sure the is correct
I apologize if there was any confusion. Based on the equation you provided, - 4.66 * 10^(- b) - 7.34 * 10^(-7), the answer is as follows:
-4.66 * 10^(- b) - 7.34 * 10^(-7)
Since the exponent of the first term is -b and the exponent of the second term is -7, we cannot directly combine them. Therefore, the answer cannot be simplified further than what is already presented.
Huh
I apologize for any confusion caused. Let me clarify the notation and provide the correct answer.
The expression you provided is: - 4.66 * 10^(- b) - 7.34 * 10^(-7)
To perform the subtraction, we need to have the same exponent for both terms. As we cannot simplify the variable exponent - b further, we can only simplify the constant exponent -7.
- 4.66 * 10^(- b) - 7.34 * 10^(-7) is therefore the final answer.
Again, I apologize for any confusion in my previous responses. Thank you for bringing it to my attention.