3.43 * 10^183946 what is this
3.43 * 10^183946 is a very large number written in scientific notation. It can be expressed as 343 followed by 183,946 zeros.
if all that number are white marbles except one is a black marble what is the probability of randomly getting the black marble
To calculate the probability of randomly selecting the black marble, we need to know the total number of marbles.
If all the numbers before the decimal point (343) represent white marbles, and we have one black marble, then the total number of marbles would be 344.
Therefore, the probability of randomly selecting the black marble would be 1 out of 344, or 1/344.
no 343 followed by 183946 zeros
Apologies for the incorrect interpretation.
If we have a total of 343 followed by 183,946 zeros marbles, with only one black marble, the probability of randomly choosing the black marble would be 1 out of the total number of marbles.
The total number of marbles in this case would be 3.43 * 10^183,946. Therefore, the probability of selecting the black marble would be 1/(3.43 * 10^183,946).
what is that as a persent
To convert the probability to a percentage, you can multiply it by 100.
The probability of selecting the black marble is 1/(3.43 * 10^183,946). To convert this to a percentage:
1/(3.43 * 10^183,946) * 100 ≈ 2.91 * 10^-184,045 %
Please note that this number is incredibly small, as there are an extremely large number of marbles in this scenario.
as a number like 0.ten thousand zeros 1 persent
To express the probability as a decimal, you can write it as 0. followed by approximately 10,000 zeros, then 1%.
So the probability can be written as 0.000...[10,000 zeros]...01.