To solve this problem you: 1) Find all factors of 24 (there are 6 factors- 1,24,6,4,2,12) 2) You elemenate all numbers that are not on a six sided die (24,12) 3) Now use probability. The die is numbered 1-6 and you have numbers 1,2,4 and 6 which makes 4 out of 6. 4) This last step I can't show you, so I'll have to explain. You set up a proportion box. Write the 4 over the 6 on one side and next to the 6 write the 96. Over the 96 write N, which will represent the answer to your equation. Then multiply 4 times 96 and divide the product by 6. If you followed these steps you should get an answer of 64.
Divide 291 by 7 and see if you get a whole number or is there a remainder. If it is not a whole number, then it is not a factor. 7 goes into 291 41 times with a remainder of 4, so it is not a factor.
If it does not factor properly then you cannot factor it.
The common factor would be n.
I would call an odd number factor a factor that is an odd number. I would call a number with an odd number of factors a perfect square.
Increasing by a factor of ten is to multiply by 10. By extension, decreasing by a factor of 2 would be to divide by 2.
1/6 of 84
homework is hard
If the dice or die are 6 sided, then you would most likely roll a 6 13.33333 times, which rounds to 13.
Well, let's see.The factors of 24 are: 1, 2, 3, 4, 6, 8, and 12.The only ones we have to worry about for this question are 1, 2, 3, 4, and 6.Wow. That's 5 of the 6 numbers on the cube. So the probability of rollinga factor of 24 on any one roll is 5/6, and in 96 rolls, we would expect closeto (5/6) x (96) = 80 successes..
About 2/3 of the time.
I have to assume that you include 5 in your question then there are 6 sides and you can only win on 3 (1/3/5 ) or 3/6 which is 50% probability.
33
About 2/3 of the time.
If it is a fair die, the probability of throwing a 4 in a single go is 1/6. That is, you expect to get a 4 in 1/6 of the throws. So for 84 throws you would expect to get a 4 in 84*(1/6) = 14 times.
90
40 times
36 times. But also, you might get the opposite result 36 times.