- Joined
- May 21, 2008
- Messages
- 126
- Reaction score
- 0
1) On #34, it says: The dimensions of a rectangular box w/ a square base are all positive integers. If the volume is a prime number, what must be the area of the square base? Answer: 1.
I don't really understand the soln here, can anyone try to explain it to me in more detail/or maybe less detail, lol.
2) On #45, it says: Simplify the following: (x^-2/ y^-2) times (y/x)^3 . What I'm wondering here is why don't you get the correct answer if you simply take (x^-2 times y^3) all divided by (y^-2 times x^3). But if you do that and subtract the exponents accordingly, you get x times y^5....why? What am I doing that isn't allowed with my math?
3) On #64, it says: The weatherman tells you there is a 70% chance of rain each day for the next 3 days. What is the probability it will rain 2 out of the 3 days? Answer: 441/1000. I'm just not understanding how to do the problem with any sort of logic. Is the only way to do it, to memorize the formula given in the soln??
To all those that respond, thank you very much!
I don't really understand the soln here, can anyone try to explain it to me in more detail/or maybe less detail, lol.
2) On #45, it says: Simplify the following: (x^-2/ y^-2) times (y/x)^3 . What I'm wondering here is why don't you get the correct answer if you simply take (x^-2 times y^3) all divided by (y^-2 times x^3). But if you do that and subtract the exponents accordingly, you get x times y^5....why? What am I doing that isn't allowed with my math?
3) On #64, it says: The weatherman tells you there is a 70% chance of rain each day for the next 3 days. What is the probability it will rain 2 out of the 3 days? Answer: 441/1000. I'm just not understanding how to do the problem with any sort of logic. Is the only way to do it, to memorize the formula given in the soln??
To all those that respond, thank you very much!