A symmetrical die is thrown 6 times, if getting an odd number is a success, the probability of at the most 5 successes is

A die is throws 5 times . If getting an odd number is a success , find the probability of getting at least 4 successes.

A die is thrown 2 times. If getting an odd number is considered as a success, then the probability of 2 successes is

(i) A die is thrown 5 times. If getting an 'odd number' is success, find the probability of getting at least 4 successes. (ii) A die is thrown 6 times. If getting an 'odd (even) number' is a success, what is the probability of : (I) 5 successes (II) at least 5 successes (III) at most 5 successes (IV) no success ? (iii) A die is thrown 10 times. If getting an even number is considered a success, find the probability of at least 9 successes.

(i) A die is thrown 7 times. If getting an "even number" is "success", find the probability of getting at least 6 successes. (ii) A die is thrown 8 times. If getting an "even number" is a "success", find the probability of getting at least 7 successes.

A die is thrown 6 times . If getting an even number is a success find the probability of getting . (i) exactly 5 successes (ii) at least 5 successes (iii) at most 5 successes .

A die is thrown 10 times. If getting an even number is considered as a success, then the probability of four successes is

A die is thrown 6 xx.If getting an odd number is a success,what is the probability of (i) 5 successes? (ii) at least 5 successes? (iii) at most 5 successes?