Question
3.2x10^4 - 1.95 x 10^6
Answers
GPT 3.5
To subtract these two numbers, we need to make sure that they are in the same exponential form.
3.2x10^4 can be written as 32x10^3.
Therefore, the subtraction becomes 32x10^3 - 1.95x10^6.
To perform the subtraction, we can first subtract the coefficients (32 - 1.95).
32 - 1.95 = 30.05 (rounded to two decimal places).
Next, we keep the larger exponent and adjust the coefficient according to the difference in exponents.
Since 10^6 is larger than 10^3, we keep the 10^6 as the exponent.
Therefore, the subtraction is 30.05x10^6 or 3.005x10^7 (rounded to two decimal places).
3.2x10^4 can be written as 32x10^3.
Therefore, the subtraction becomes 32x10^3 - 1.95x10^6.
To perform the subtraction, we can first subtract the coefficients (32 - 1.95).
32 - 1.95 = 30.05 (rounded to two decimal places).
Next, we keep the larger exponent and adjust the coefficient according to the difference in exponents.
Since 10^6 is larger than 10^3, we keep the 10^6 as the exponent.
Therefore, the subtraction is 30.05x10^6 or 3.005x10^7 (rounded to two decimal places).