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Well, the questions are quite simple, I must say.
Or very very very very complex Permutation and Combination.... I hate those lot's of calculation especially when you have to do factiorials (!)!!
That may be of some use.
Interesting, simple, logical and I can see you put in alot of effort. Good work!
ye's gotta good suggestion, mate! Try't outanow howbout't?
Yeah!! This is totally fun!
Which is 90, same I suppose
Fear not, for this is the 'Help Me!' Section, right?
hey! It worked out!
P.S. Remove your P.S.
how about Tommy Almighty? Sounds better than luightning almighty...
heheh, consider editing yours too, lightning!
'^' simply means to the power of, mathematically, that is.
nope, but 3^4=3*3*3*3=9*9=9*3*3=27*3=81
Ok, maybe you didn't break it
4*3=12
PC # 5
The figures 4, 5, 6,7, and 8 are written in every possible order. How many of the numbers so formed will be greater than 56,000?
First, find ALL the combinations
Since the formula is
where r is
(the number of positions)-1
so now we see: combinations which don't accept 4's at the start and 54's.
and we have:
Done
Quote:" He showed no signs of any anger, he was being very calm. "
A.R.B
Calm Anger! still rots the Inside!..............................................................................................................................................
Hidden anger! Rots the inside the most!......................................... (I don't want to put too many dots, and no, I haven't lost my mind)
To me, who has only basic and I mean BASIC knowledge in algebra, it's quite good.
So, does that mean I am right?
I think so, if not, what else could it be?
haha +_+"
Oh, thanks. You see, I've never studied 'polynomials' (the term)
The first to guess it. (or even want to)
I don't think so, logic problems can become very difficult if you allow sufficient restrictions. By the way, in Australia you learn trigonometry and quadratics in Grade 8, and that's only if you're in an enhancement class.
I assume that volume has been covered, so how about investigating filling polyhedrons with water? Water could be poured in at a certain rate, and you have to find how high it will be after a certain time. You could have irregular polyhedrons, such as cubes stacked on top of spheres. You could also graph the rates at which they fill etc.
If its convenient, you migh also like to try a problem in statistics. You could go out and survey people about things like how much homework they do, compile your results, find the mean, median, range etc.. of your results, and graph them using different methods. Try to find correlations between different types of data, in the end try to draw conclusions about your findings.
Or maybe something related to pricing. You could analyse different deals available for a certain item and decide which one is the best. If you have covered interest you could incorporate that too. You could do a similar thing for wages when applying for a job.
In Singapore, students learn that at age 11 or 12...