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What is the probability of getting a number less than 3 in two tosses of a single die?

In single die, S = {1,2,3,4,5,6} So n(S) = 6 The event A is defined as getting a number less than 3. A = {1,2} So n(A)=2 Hence P(A) = n(A)/n(S) = 2/6 =1/3


If two dice are rolled what is the probability of getting s sum less than 3?

The only number less than 3 that you can get with two dice is 2. The probability of getting a 2 is 1/36.The only number less than 3 that you can get with two dice is 2. The probability of getting a 2 is 1/36.The only number less than 3 that you can get with two dice is 2. The probability of getting a 2 is 1/36.The only number less than 3 that you can get with two dice is 2. The probability of getting a 2 is 1/36.


8 less than a number s?

s - 8


Prime number s less than 30?

They are: 2 3 5 7 11 13 17 19 23 and 29


What s a whole number greater then 99999999 and less than 100000100?

100,000,999


If more than five 7's are followed by 3 multiply 6 by 9 if less than 3 divide 35 by?

It seems like there might be a misunderstanding in the question, as it doesn't contain a complete mathematical expression or context. However, if you are looking for a calculation based on the conditions provided: If there are more than five 7's, then 6 multiplied by 9 equals 54. If there are less than three 7's, then dividing 35 by any number would require that number to be specified. Please clarify if there are specific numbers to work with!


What is The letter which best completes the sequence Y S N J G?

E The number of letters between Y and S is one less than the number of letters between S and N, which is one less than N and J etc. YXWVUTS SRQPON NMLKJ JIHG GFE


Write an inequality to represent this situation the number of students split up into 4 groups is less than 12 using s to represent the number of students?

s < 12


If the sum of the factors of 18 is S and the sum of the prime numbers less than 18 is P then P excedes S by what number?

17


What is 3s minus 9 as a verbal expression?

Nine less than three times a number; the initial number being represented by s.


Can you describe a number by both the number of its factors and the kinds of its factors?

There are more than just prime and composite, there are 3 other types which you can describe a number by the kind of factors. They are abundant number, deficient number, and perfect number. An abundant number is a number which if its factors were all added up , the sum would be greater than the number itself. A deficient number is a number in which if all its factors were added up the sum would be less than the number itself. A perfect number is in which a numbers factors are added up and the sum will be the same number as the number itself. Example of abundant number: 12 because these are its factors, 1+2+3+4+6 which equals 16 and 16 is greater than 12. Example of a deficient number: 15 because 15's factors are 1+3+5 which equals 9 and 9 is less than 15. Example of a perfect number: 6 because 6's factors are 1+2+3 which equals 6 and 6 is the same as 6


Is galaxy 3 better than galaxy s?

no, it has got less computing power, therefore its slower