Answer:
The answer IS 42
Step-by-step explanation:
First and foremost, we unquestionably have not recently hurled a 6, so is the desire required.
On the off chance that is the normal time of pausing on the off chance that we have quite recently hurled a 6.
f we have not recently hurled a 6, at that point with likelihood 56 we hurl a non-6 (cost: 1 hurl) and our normal extra holding up time is still . With likelihood 16 we hurl a 6 (cost: 1 hurl) and our normal extra holding up time is . Therefore
=1+5a/6+1b/6.
On the off chance that we have recently gotten a 6, at that point with likelihood 56 we get a non-6 hurl, and afterward our normal extra holding up time is . (With likelihood 16 the game is finished.)
Thus
=1+5a/6.
This gives us two direct conditions in two questions.
=1+5a/6+1b/6.
=1+5a/6.
If we solve for a, we get 42
